{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a105e3a3-17a2-4cb5-8228-5323f264029f",
   "metadata": {},
   "source": [
    "# Predicting Human Personality"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f172035e-6105-47c7-8457-bb94992a1833",
   "metadata": {},
   "source": [
    "## Introduction"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "67647c30-e44f-4ef5-b011-7bf812453eb0",
   "metadata": {},
   "source": [
    "This Notebook classifies individuals as Introverts or Extroverts based on social behavior features from the personality dataset.\\\n",
    "Data source：Kaggle（https://www.kaggle.com/datasets/rakeshkapilavai/extrovert-vs-introvert-behavior-data/data）"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a51eb501-ecbc-4926-a2d0-f62d9fb91b7a",
   "metadata": {},
   "source": [
    "## 一、Data Preprocessing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a8151ed3-8072-4eb5-9214-1870292f46e0",
   "metadata": {},
   "outputs": [],
   "source": [
    "## Setup\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import plotly.express as px\n",
    "import plotly.graph_objects as go\n",
    "import seaborn as sns\n",
    "import statsmodels.api as sm\n",
    "from sklearn.utils import resample\n",
    "from sklearn.model_selection import learning_curve\n",
    "from sklearn.metrics import (roc_curve, auc, accuracy_score, confusion_matrix)\n",
    "from mlxtend.frequent_patterns import apriori, association_rules\n",
    "from sklearn.preprocessing import LabelEncoder, StandardScaler, PolynomialFeatures\n",
    "from sklearn.model_selection import train_test_split, RandomizedSearchCV, StratifiedKFold, cross_val_score\n",
    "from sklearn.linear_model import LogisticRegression\n",
    "from sklearn.ensemble import RandomForestClassifier\n",
    "from sklearn.metrics import classification_report, confusion_matrix, roc_curve, roc_auc_score, f1_score\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "04bffd9a-5dc2-4ca9-937f-0cf0283aabef",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Time_spent_Alone</th>\n",
       "      <th>Stage_fear</th>\n",
       "      <th>Social_event_attendance</th>\n",
       "      <th>Going_outside</th>\n",
       "      <th>Drained_after_socializing</th>\n",
       "      <th>Friends_circle_size</th>\n",
       "      <th>Post_frequency</th>\n",
       "      <th>Personality</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4.0</td>\n",
       "      <td>No</td>\n",
       "      <td>4.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>No</td>\n",
       "      <td>13.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>Extrovert</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>9.0</td>\n",
       "      <td>Yes</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>Yes</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>Introvert</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   Time_spent_Alone Stage_fear  Social_event_attendance  Going_outside  \\\n",
       "0               4.0         No                      4.0            6.0   \n",
       "1               9.0        Yes                      0.0            0.0   \n",
       "\n",
       "  Drained_after_socializing  Friends_circle_size  Post_frequency Personality  \n",
       "0                        No                 13.0             5.0   Extrovert  \n",
       "1                       Yes                  0.0             3.0   Introvert  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('personality_datasert.csv')\n",
    "df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5c475319-0910-40ce-939d-f0dfa2eef55d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Dataset Shape: (2900, 8)\n"
     ]
    }
   ],
   "source": [
    "# check data shape\n",
    "print(\"Dataset Shape:\", df.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ad2da1af-7cbc-4ca0-856f-e1ddc1402993",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 2900 entries, 0 to 2899\n",
      "Data columns (total 8 columns):\n",
      " #   Column                     Non-Null Count  Dtype  \n",
      "---  ------                     --------------  -----  \n",
      " 0   Time_spent_Alone           2900 non-null   float64\n",
      " 1   Stage_fear                 2900 non-null   object \n",
      " 2   Social_event_attendance    2900 non-null   float64\n",
      " 3   Going_outside              2900 non-null   float64\n",
      " 4   Drained_after_socializing  2900 non-null   object \n",
      " 5   Friends_circle_size        2900 non-null   float64\n",
      " 6   Post_frequency             2900 non-null   float64\n",
      " 7   Personality                2900 non-null   object \n",
      "dtypes: float64(5), object(3)\n",
      "memory usage: 181.4+ KB\n"
     ]
    }
   ],
   "source": [
    "#check missing values and data type \n",
    "df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a308c8ab-d89c-4369-a173-f30a8e5a4608",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Time_spent_Alone             0\n",
       "Stage_fear                   0\n",
       "Social_event_attendance      0\n",
       "Going_outside                0\n",
       "Drained_after_socializing    0\n",
       "Friends_circle_size          0\n",
       "Post_frequency               0\n",
       "Personality                  0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Check whether NaN is or not\n",
    "df.isnull().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "96cc1a0e-631c-41a5-8da9-5a3840c42661",
   "metadata": {},
   "source": [
    "**Dataset Details:**\n",
    "\n",
    "**1.Features:**\n",
    "- `Time_spent_Alone`: Hours spent alone daily (0–11).\n",
    "- `Stage_fear`: Presence of stage fright (Yes/No).\n",
    "- `Social_event_attendance`: Frequency of social events (0–10).\n",
    "- `Going_outside`: Frequency of going outside (0–7).\n",
    "- `Drained_after_socializing`: Feeling drained after socializing (Yes/No).\n",
    "- `Friends_circle_size`: Number of close friends (0–15).\n",
    "- `Post_frequency`: Social media post frequency (0–10).\n",
    "- `Personality`: Target variable (Extrovert/Introvert).\n",
    "\n",
    "**2.Size:** \n",
    "- The dataset contains 2,900 rows and 8 columns.\n",
    "- No missing values.\n",
    "\n",
    "In conclusion, this data is perfect and does not require any preprocessing."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fb93201f-053e-4a17-ae83-52abd1a599b0",
   "metadata": {},
   "source": [
    "## 二、Exploratory Data Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "305c94d9-68d5-4695-b449-fe88b1228fe4",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 400x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Class distribution\n",
    "df = pd.read_csv('personality_datasert.csv')\n",
    "target_col = 'Personality'\n",
    "colors = ['#5867AF','#ED6F6E']\n",
    "plt.figure(figsize=(4,3))\n",
    "ax = sns.countplot(x=target_col, data=df, hue=target_col, palette=colors, legend=False)  \n",
    "ax.set_xlabel(target_col)\n",
    "for p in ax.patches:\n",
    "    ax.annotate(f'{p.get_height()}', \n",
    "                (p.get_x() + p.get_width() / 2., p.get_height()), \n",
    "                ha='center', va='center',\n",
    "                xytext=(0, 5), \n",
    "                textcoords='offset points')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ae5192c9-b81a-4196-aef9-76868f07eca8",
   "metadata": {},
   "source": [
    "From the distribution perspective, the quantities of the two types of samples are relatively balanced, and it belongs to a dataset scenario of **\"class balance\"** ."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "8f04ee03-8721-4106-ac13-3f86652ee000",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Y9u3b2bFjx9jAgQMZALZkyRJ+PkU97+bmxgYPHsyOHTvGdu/ezSpXrsyqVavGsrOz+XnXr1/PFi1axA4fPszOnz/Ptm3bxurVq8dq1KghqKsUdWvu/SZvnVzQOUKfPn1Y5cqVBdtmjLF+/foxJycnlpWVVeD/QV+ys7OZsbExa9GihUbLqXusVPW5qnsO8/z5c2Zra8sqV67Mtm7dyo4fP86GDBnC3NzcGAB27tw5teNVd99SFS9j/+1zim0WVN+ps6/nXV/ubffq1YsdOXKE7dixg1WtWpU/TihoUp+qoqjnKleuzP73v/+xkJAQFhgYyAwMDFiPHj34+X7//XcGgJ0+fVqw/LFjx/jz3IK0adOG1a5dW6m8YcOGzMDAgKWmpmp8HKxUqRLz8fFh+/fvZyEhISwqKootWrSIicViNnfuXHb27Fl28uRJtmrVKsFxOTQ0lEkkEtaoUSO2d+9eFhwczDp16sQ4jmN79uxR+h9UqVKFTZgwgZ06dYpt3ryZWVtbKx0vinK+0aZNG9amTRvGGGPp6ens5MmTDAD7+uuv+X0pMjKSMcZYgwYNWMuWLZU+xyZNmrAmTZoU+D/4WJR45/ExibeDgwNLTk7my4KDgxkAVr9+fcFBc9WqVQwAu3v3LmMsJ3mzsbFhPXv2FKxTJpOxevXqsaZNm6od9zfffMOsrKwKnEex0/fp00dQ/tdffzEAbMGCBRrHpdjply5dKph33LhxzMjISPD+TU1N+URHU3K5nFWtWpVVqlSJP/gqtn327FnBvHm/iPfv32cABIkFY4xdvXqVAWAzZ87ky9q0acMAsKtXrwrm9fT0ZJ07d+ZfL1q0iIlEInbt2jXBfPv372cA2PHjxwt8P4rt/P7774LykSNHMpFIxGJiYhhjjCUmJjJzc3M2ceJEpXjyVkCquLq6sm7durGsrCyWlZXFoqKimK+vLwPApk2bxhhjrHPnzszZ2ZklJCQIlv3mm2+YkZERe/v2LWPsv4NZ69atlbZTp04d1rt373zjkMlkzMnJiXl5eQmSpqSkJGZvb8+8vb35Mk32qbzbyMrKYtu3b2disZiPm7HCE2/GGLt27RoDwLZs2aK07rlz5zJDQ0P28uVLvmzv3r1KCYu2vX79mrVq1YoBYACYRCJh3t7ebNGiRSwpKYmfT919PCkpiVlYWLBWrVoVeHGosORZLpezrKwsdv78eQaA3blzR+1lVVF3Hzx8+DADwEJCQvh5srOzmZOTE/v888/5stGjRzMzMzP+e6SwfPlywQUrxQmHl5eX4KT+77//ZgAEid748eM1fl/5yc7OZsnJyczU1JStXr2aL//tt9/yPent3r270j7M2H8nogcOHBCUK/bndevW8WWurq7MyMhI8LmkpaUxGxsbNnr0aL6sf//+zNjYWJDAZmdns5o1a6o8cVYoaL9Q1Dv79u0TLNOtWzdWo0YN/vX27dtVJru5Xb58mQFgQUFBgvInT54wY2NjNn369HyXZey/fdTf319Qrkh4duzYwZe1adOG1a9fXzDf2LFjmYWFheA7qIrifEJR/7569Yq/mKo4qdPkWAKAWVpaCuo2xtQ7/g8YMIBJpVIWGxsrKO/atSszMTHhLzIp6vlu3boJ5tu3bx9/4UkVxf8+JiZG6dimTuLNWP7nCIqYDh06xJc9e/aMGRgYCC7alDRxcXEMABswYIDStOzsbH6/yMrK4utjTY6V+SXe6pzDTJs2jXEcp3TxvnPnzhon3uruW+om3ozlX9+ps6/nXZ/iM23YsKHguBcdHc0kEolgO5rUp6oo6rnc9Tpj/904unjxIh9TlSpVWK9evQTzde3alXl4eKh186Z27dr8/vP8+XM2Y8YMBoC/GaDpcdDDw0Pp4n6PHj2U6r+8mjdvzuzt7QX1YXZ2NqtTpw5zdnbm34vi/5/3PGXp0qUMAHvx4oXK9Wt6vpE78WaMsVevXjEAbO7cuUrrVsR069Ytvkxx/M99oUqbqKm5Fvj4+MDU1JR/XatWLQA5z1vkbh6jKFc0L7t06RLevn0LX19fZGdn8z9yuRxdunTBtWvX1G7G2bRpU7x//x4DBw7E77//XmBTr8GDBwtee3t7w9XVFefOnfvouD799FPB67p16yI9PR3x8fFqxV+Y8+fPIzIyEr6+vhCLxQD+axKsqplkbor3lbsHayDnM6tVq5ZS83kHBwc0bdpUUFa3bl1Bs9CjR4+iTp06qF+/vuAz6ty5s9rNtMzNzZU+t0GDBkEul+PPP//k5xk2bBi2bt3Kf+Z//PEHwsPD8c033xS6DSCnUyiJRAKJRAJ3d3fs27cPEyZMwIIFC5Ceno6zZ8+iT58+MDExEbyXbt26IT09XdDkFgA+//xzpW00bdoUJ06cwIwZMxAaGoq0tDTB9AcPHuD58+cYMmSIoIm0mZkZPv/8c1y5ckWpOac6+9StW7fw6aefwtbWFmKxGBKJBF999RVkMhkePnyo1uejDsWz8Js2beLL1qxZAy8vL7Ru3Vpr28nL1tYWFy5cwLVr17B48WL06tULDx8+REBAALy8vPjvubr7+KVLl5CYmIhx48Zp3PP448ePMWjQIDg4OPCfdZs2bQAA9+/f/+j3qMk+2LVrVzg4OGDLli388qdOncLz588xfPhwvuzo0aPw8fGBk5OTYH1du3YFkFOf5Na9e3e+XgFy9jUAgu98USQnJ+Pbb79F1apVYWBgAAMDA5iZmSElJaVInx2Q816trKzQs2dPwXutX78+HBwclOqi+vXro3LlyvxrIyMjVK9eXfBez507h/bt26NixYp8mVgsRv/+/ZW2r8l+wXEcevbsKSjLW7eeOHECRkZGgv+nqvfMcRy+/PJLwXt2cHBAvXr11G4mm/dY+MUXX8DAwID/PgHAxIkTcfv2bfz1118AcpqF//rrr/D19VWr9+KUlBS+/rWzs8OkSZPQtWtXvmMxTY8l7dq1g7W1taBMneP/H3/8gfbt28PFxUVQPnToUKSmpio1Y1ZV/wLC70R8fDzGjBkDFxcXGBgYQCKRwNXVFUDR6oS82rZti3r16gkePdmwYQM4jsOoUaO0tp3i1KhRI36/kEgkCAoKAvBxx8q81DmHOX/+POrUqaP0POzAgQM1fi+a7ltFocm5roLiMx00aJDguOfq6gpvb2/BvJrWp/nJW7cMGjQIwH/HapFIhG+++QZHjx5FbGwsAODRo0c4efKk2sfnsLAwfv9xcnJCUFAQBg8ezJ+naHoc/PTTT5WeC2/atCnu3LmDcePG4dSpU0hMTBRMT0lJwdWrV9G3b19BfSgWizFkyBA8ffpU6REVdeoWXZ1v5DVw4EDY29sL6pYff/wRdnZ2Ko932lD6ekQqgWxsbASvFc/x5FeuGEZE0Tt33759813327dvBUl9foYMGYLs7Gxs2rQJn3/+OeRyOZo0aYIFCxagY8eOgnkdHByUlndwcMCbN28+Oi5bW1vBdEWHDHkTsI+l6MG8T58+eP/+PQDA0tISrVq1woEDB7BmzRpYWVmpXFbxvlT1/Onk5KR0cp33vQA57yf3e3n58iUiIyPz7bxCnYNB7pNaBcX/RhEzAEyYMAFr1qzBzp07MWrUKKxZswbOzs7o1atXodsAgFatWmHlypXgOA4mJibw8PDg98Vnz54hOzsbP/74I3788Ue13ouqz/GHH36As7Mz9u7diyVLlsDIyAidO3fGsmXLUK1atUL/B3K5HO/evYOJiQlfXtg+FRsbi08++QQ1atTA6tWr4ebmBiMjI/z9998YP3681vY9IOd/1b9/f/z000+YMWMGwsLCcOHCBfz0009a20ZBGjdujMaNGwPI6dDu22+/xcqVK7F06VIsXbpU7X1c8dyXph2nJScn45NPPoGRkREWLFiA6tWrw8TEhH9Gtiif9Zs3b9TeBw0MDDBkyBD8+OOPeP/+PaysrLB161Y4OjoK+kJ4+fIljhw5ovb3U9f116BBg3D27FnMnj0bTZo0gYWFBTiOQ7du3Yq8jZcvX+L9+/f5Pj9a2HsFlOu3N2/e5HucyE3T/cLExARGRkZK2849tNarV6/g5OSk1IdBbi9fvgRjTGUdCuT09quOvO/HwMAAtra2gvq3V69ecHNzw9q1a9GyZUv+Iqi6/WsYGxvzF1KlUilcXV0FHbVqeixR9R1X5/j/5s2bfOsHxfTcCvtOyOVydOrUCc+fP8fs2bPh5eUFU1NTyOVyNG/eXKv1LwD4+flhxIgRePDgAapUqYJNmzahb9++KvfTkqJChQowNjZWeQFv165dSE1NxYsXLwSJyMccK/NS9zvu7u6uNF9+36mCaLpvFYUm57q54wPyP/fN/cy5pvWpKop6JO92cscCAMOHD8ecOXOwYcMGLFy4EGvXroWxsXGBFx1z8/DwwJ49e8BxHIyMjODu7i7YLzQ9Dqr6HwYEBMDU1BQ7duzAhg0bIBaL0bp1ayxZsgSNGzfGu3fvwBjTat2iy/ONvKRSKUaPHo2goCAsW7YMWVlZ2LdvHyZPnqyzjuUo8dajChUqAMi5upJfD4yaVILDhg3DsGHDkJKSgj///BNz585Fjx498PDhQ/4qNJDT2UJecXFxqFq1qk7iKqqEhAQcOHAAAPgOsPLatWsXxo0bp3Ka4kv+4sULpYTj+fPn/PvVhOKAmt/ddnXWqbjAkZvif5O7YqpatSq6du2KtWvXomvXrjh8+DDmzZsnuENXEEtLSz5py8va2pq/MpnfiWTeg7OqK7GmpqaYN28e5s2bh5cvX/J3v3v27ImIiAjB/yCv58+fQyQSKd3FKUxwcDBSUlJw8OBBwf6tq+HAJk6ciF9//RW///47Tp48CSsrK6Wr2sVBIpFg7ty5WLlyJe7duwdA/X1c0cmIqg7XCvLHH3/g+fPnCA0N5a86A+AvghWFpvvgsGHDsGzZMuzZswf9+/fH4cOHMWnSJMH3oUKFCqhbty7+97//qVxf3o6MdCkhIQFHjx7F3LlzMWPGDL48IyMDb9++LfL6FR3UnDx5UuV0c3Nzjddpa2ub73EiN13sF3Z2drh48SLkcnm+yXeFChXAcRwuXLig8uRI3ROmuLg4Qa/i2dnZePPmjaD+FYlEGD9+PGbOnImgoCCsW7cO7du3R40aNdTahkgkyrf+VbwXTY4l+d0JK+z4b2trm2/9q2o7hbl37x7u3LmDrVu3CoZGU9WBrDYMGjQI3377LdauXYvmzZsjLi7uozoXLU5isRjt2rVDSEgIXrx4IUhOFHea83Y0potjpSq2trYFnoNoui519i3FRbe8nSmqk8zmpu65bu74gPzPfXPTRn2qqh5RdW5naWkJX19fbN68GVOnTsWWLVswaNCgfG8i5WVkZFRo3aLJcVBV3WJgYIDJkydj8uTJeP/+Pc6cOYOZM2eic+fOePLkCaytrSESibRat+jyfEOVsWPHYvHixfjll1+Qnp6O7OxsjBkzRifbAijx1quWLVvCyspKo2bD6jA1NUXXrl2RmZmJ3r17IywsTFAZ7dy5U9Bc+NKlS4iJicGIESN0GlfeK67q2rVrF9LS0vD999+jVatWStP79euHX375Jd/Eu127dgCAHTt2CBL3a9eu4f79+/juu+80jqlHjx5YuHAhbG1tVV41VkdSUhIOHz4suNq9a9cuiEQipebLEydORKdOnfim9iNHjvyobeZlYmICHx8f3Lp1C3Xr1s33Kq8mKlasiKFDh+LOnTtYtWoVUlNTUaNGDVSqVAm7du3C1KlT+Qo+JSUFBw4c4Htv1YRiHblPshljgubgmijsLmejRo3g7e2NJUuW4N69exg1apRarVGKIu/JmoKiqZXiwKnuPu7t7Q1LS0ts2LABAwYMULu5uarPGoBW7vhrug/WqlULzZo1w5YtWyCTyZCRkYFhw4YJ5unRoweOHz8ODw8PrZykAsL9Q5OhfziOA2NM6bPbvHkzP4KBqm2o2r6q8h49emDPnj2QyWRo1qyZ2nEVxMfHB4cPH8bLly/5i6wymUxp7Hhd7Bddu3bF7t27sXXr1nzv/PTo0QOLFy/Gs2fP8MUXX3z0tnbu3IlGjRrxr/ft24fs7GylETdGjBiBwMBADB48GA8ePMCSJUs+ept5aeNYklt+x//27dvj0KFDeP78ueCEe/v27TAxMdF4+CVd/O8LOkcwMjLiW3xdunQJ9evXR8uWLT96W8UlICAAJ06cwJgxY7B///5Ch3jSxbFSlTZt2mD58uUIDw8XNDffs2ePxutSd99S9GJ/9+5dwYWrw4cPK61TnfPFws51FWrUqAFHR0fs3r0bkydP5j/TmJgYXLp0SRCzturTnTt3ws/Pj3+9a9cuAFCqW/z8/LBu3Tr07dsX79+/1+o5t7aPg1ZWVujbty+ePXuGSZMmITo6Gp6enmjWrBkOHjyI5cuX88dGuVyOHTt2wNnZGdWrV9doO9quWwo7t3N0dES/fv2wbt06ZGZmomfPnoLHsbSNEm89MjMzw48//ghfX1+8ffsWffv2hb29PV69eoU7d+7g1atXWL9+vVrrGjlyJIyNjdGyZUs4OjoiLi4OixYtgqWlpdJd4uvXr2PEiBHo168fnjx5gu+++w6VKlXiE1dtxpWbl5cXQkNDceTIETg6OsLc3FytuwY///wzrK2tMXXqVKVmigDw1VdfYcWKFbhz5w7q1aunNL1GjRoYNWoUfvzxR4hEIn4c1dmzZ8PFxQX+/v4av5dJkybhwIEDaN26Nfz9/VG3bl3I5XLExsYiJCQEU6ZMKbTStrW1xdixYxEbG4vq1avj+PHj2LRpE8aOHav0pe/YsSM8PT1x7tw5fPnll7C3t9c45vysXr0arVq1wieffIKxY8fCzc0NSUlJiIyMxJEjR/DHH38Uuo5mzZqhR48eqFu3LqytrXH//n38+uuvgpOEpUuXYvDgwejRowdGjx6NjIwMLFu2DO/fv8fixYs1jrtjx44wNDTEwIEDMX36dKSnp2P9+vV49+6dxusCcpptGRsbY+fOnahVqxbMzMzg5OQkOChPnDgR/fv3B8dx+V7o0abOnTvD2dkZPXv2RM2aNSGXy3H79m0EBQXBzMwMEydOBKD+Pm5mZoagoCCMGDECHTp0wMiRI1GxYkVERkbizp07WLNmjco4vL29YW1tjTFjxmDu3LmQSCTYuXMn7ty5o5X3qek+OHz4cIwePRrPnz+Ht7e3Uj0yf/58nD59Gt7e3vDz80ONGjWQnp6O6OhoHD9+HBs2bNC4ub2XlxcAYMmSJejatSvEYrFaFwosLCzQunVrLFu2DBUqVICbmxvOnz+Pn3/+WenORp06dQAAGzduhLm5Od980NbWFl5eXjh48CDWr1+PRo0a8XdSBwwYgJ07d6Jbt26YOHEimjZtColEgqdPn+LcuXPo1asX+vTpo9F7nTVrFg4fPox27dphzpw5MDExwdq1a5X69tDFfjFw4EBs2bIFY8aMwYMHD+Dj4wO5XI6rV6+iVq1aGDBgAFq2bIlRo0Zh2LBhuH79Olq3bg1TU1O8ePECFy9ehJeXF98vQ0EOHjwIAwMDdOzYEWFhYZg9ezbq1aunlMxbWVnhq6++wvr16+Hq6qr0nHpRaONYos7xf+7cufwzn3PmzIGNjQ127tyJY8eOYenSpbC0tNQo7po1a8LDwwMzZswAYww2NjY4cuQITp8+/dGfRWHnCOPGjcPSpUtx48YNbN68+aO3U5xatmyJtWvXYsKECWjYsCFGjRqF2rVr83cJFa35FI8fiEQirR8rVZk0aRJ++eUXdO3aFfPnz0fFihWxa9cuRERE8HGoS919q0mTJqhRowamTp2K7OxsWFtb49ChQ7h48aLSOvOr7zQ511UQiUT4/vvvMWLECPTp0wcjR47E+/fvERgYqNT8XBv1qaGhIYKCgpCcnIwmTZrg0qVLWLBgAbp27ap086h69ero0qULTpw4gVatWqk8h/1Y2jgO9uzZE3Xq1EHjxo1hZ2eHmJgYrFq1Cq6urqhWrRoAYNGiRejYsSN8fHwwdepUGBoaYt26dbh37x52796tcX8y2j6umJubw9XVFb///jvat28PGxsb/lisMHHiRL6ezd2HjE7opMu2UuxjejXPPfwTY//1ELhs2TJBuaKnxd9++01Qfv78eda9e3dmY2PDJBIJq1SpEuvevbvSfAXZtm0b8/HxYRUrVmSGhobMycmJffHFF3wP6oz913tfSEgIGzJkCLOysuKH7/j333+V1qlOXIoeBXMPV5R7W7l7r7x9+zZr2bIlMzExYQAEvQ7mRzGcy6RJk/KdJyIigh9eIndMuclkMrZkyRJWvXp1JpFIWIUKFdiXX37Jnjx5IpgvvyEaVP3vk5OT2axZs1iNGjWYoaEhPxySv79/ocPZKLYTGhrKGjduzKRSKXN0dGQzZ87Md2iUwMBABoBduXKlwHXnpmo4MVWioqLY8OHDWaVKlZhEImF2dnbM29ub7+mesfz3X8YYmzFjBmvcuDGztrZmUqmUValShfn7+/PDOykEBwezZs2aMSMjI2Zqasrat2/P/vrrL8E8muxTR44cYfXq1WNGRkasUqVKbNq0aezEiRNKPaSq06s5Yzk9mtasWZNJJBKVvWBmZGQwqVTKunTpks8nqV179+5lgwYNYtWqVWNmZmZMIpGwypUrsyFDhrDw8HDBvOru44wxdvz4cdamTRtmamrKDxuVe9gXVd+hS5cusRYtWjATExNmZ2fHRowYwW7evKnUE/zH9GrOmHr7oEJCQgIzNjYusPfrV69eMT8/P+bu7s4kEgmzsbFhjRo1Yt999x0/CkV+dTVjTOn/n5GRwUaMGMHs7OwYx3EF9u6d19OnT9nnn3/OrK2tmbm5OevSpQu7d++eyn1w1apVzN3dnYnFYsFn+/btW9a3b19mZWXFb18hKyuLLV++nP8umJmZsZo1a7LRo0cL6vb86oO8vcAyljPaRfPmzZlUKmUODg5s2rRpbOPGjUrvW939Ir9jq6r9JS0tjc2ZM4dVq1aNGRoaMltbW9auXTt26dIlwXy//PILa9asGTM1NWXGxsbMw8ODffXVV+z69euq/g1K27xx4wbr2bMnMzMzY+bm5mzgwIGCkQtyCw0NZQDY4sWLC1x3bgWdT+Sm7rFE1fkGY+od/xlj7J9//mE9e/ZklpaWzNDQkNWrV09pFIf86nnFdyX3/OHh4axjx47M3NycWVtbs379+rHY2Fil7466vZqrc47Qtm1bZmNjU+iwTiXN7du32bBhw5i7uzuTSqXMyMiIVa1alX311VdKI7Mwpt6xMr9ezdU9h7l37x7r0KEDMzIyYjY2Nuzrr79m27ZtU+o5Wh3q7FuMMfbw4UPWqVMnZmFhwezs7NiECRP4IbRyH7Pzq+/U2ddV9ZLOWM5Qmoo6pXr16uyXX35R+bmoW5+qovjO3717l7Vt25YZGxszGxsbNnbsWMHoR7lt3bqVARAMvVWY/P7PeRX1OBgUFMS8vb1ZhQoV+GHSvv76axYdHS2Y78KFC6xdu3Z8Xdy8eXN25MgRwTyK/TXvCA6q/l9FOd9QdTw7c+YMa9CgAZNKpQyAytET3NzcWK1atfL7KLWGYyzP6O2kzNq6dSuGDRuGa9euFfhcCCmZGjduDI7jcO3aNX2HUm4dOXIEn376KY4dO4Zu3brpOxxCSDGZMmUK1q9fjydPnqjsvIroXnx8PFxdXTFhwgQsXbpU3+GUSaNGjcLu3bvx5s0brTx6Rgqn6K0+Ojq60EcRiG7cvXuXHzlB160Zqak5ISVYYmIi7t27h6NHj+LGjRv8EDSkeIWHhyMmJgZTpkxB/fr1+eE4CCFl25UrV/Dw4UOsW7cOo0ePpqRbD54+fYrHjx9j2bJlEIlE/CM2pGjmz58PJycnVKlSBcnJyTh69Cg2b96MWbNmUdKtYxkZGbh58yb+/vtvHDp0CCtWrKCkWw8ePXqEmJgYzJw5E46OjkpDsuoCJd6lQHZ2doHTRSKRRs/jlCRl+b1pw82bN+Hj4wNbW1vMnTsXvXv31ndI5dK4cePw119/oWHDhti2bZvGzyyVV3K5HHK5vMB5DAxK72GorL8/Ar6fih49emDBggX6Dqdc2rx5M+bPnw83Nzfs3LlT0BM9+XgSiQTLli3D06dPkZ2djWrVqmHFihX8hQ3GmFIHkHmJxWI6Hn6EFy9ewNvbGxYWFhg9ejQmTJig75DKpe+//x6//voratWqhd9++00rHRcWhpqal3DR0dGF9nQ6d+5cBAYGFk9AWlZYhe3r64utW7cWTzCEEK0KDAzEvHnzCpwnKipK0MlJaTJ06FBs27atwHnoEEsIKY0UjycW5Ny5c0o9dRNC8keJdwmXmZmJu3fvFjhP3p6XS5Pr168XOD1vz4OEkNLj+fPn/Fie+dHWMHb6EB0dXegYtNSfBiGkNHrz5g2ioqIKnKdGjRpqjW1NCMlBiTchhGhBZGQkHj16hNatW8PY2BiMMWqCRwghhBBCAADl9+FZQgjRgjdv3qBDhw6oXr06unXrhhcvXgAARowYgSlTpug5OkIIIYQQUhJQry8qyOVyPH/+HObm5nTHihACIOdZ3aSkJDg5OQk6/PP394eBgQFiY2NRq1Ytvrx///7w9/dHUFCQPsLVGqoPCSF55VcflnVUHxJC8tKkPqTEW4Xnz5/DxcVF32EQQkqgJ0+ewNnZmX8dEhKCU6dOCcoAoFq1aoiJiSnu8LSO6kNCSH7y1odlHdWHhJD8qFMfUuKtgqKjiCdPnsDCwkLP0RBCSoLExES4uLgodSSTkpKicgiK169fQyqVFld4OkP1ISEkr/zqw7KO6kNCSF6a1IeUeKugaD5kYWFBFSshRCBv88LWrVtj+/bt+P777/npcrkcy5Ytg4+Pjz5C1CqqDwkh+Slvza2pPiSE5Eed+rD8PJhDNHLv3j307t2b/7l3756+QyKkRFq2bBl++ukndO3aFZmZmZg+fTrq1KmDP//8E0uWLFF7PX/++Sd69uwJJycncByH4OBgwXTGGAIDA+Hk5ARjY2O0bdsWYWFhha73wIED8PT0hFQqhaenJw4dOqTpWySEEEIIEQgPDxfkCuHh4foOqcSjxJso6d27N2bNmiUomzVrFnr37q2fgAgpwTw9PXH37l00bdoUHTt2REpKCj777DPcunULHh4eaq8nJSUF9erVw5o1a1ROX7p0KVasWIE1a9bg2rVrcHBwQMeOHZGUlJTvOi9fvoz+/ftjyJAhuHPnDoYMGYIvvvgCV69e1fh9EkIIIYQAObnCzJkzBWUzZ86kXKEQNI63ComJibC0tERCQkK5a0qU9wvTokULXL58WVCW904cIeVBcdYLHMfh0KFD/PeRMQYnJydMmjQJ3377LQAgIyMDFStWxJIlSzB69GiV6+nfvz8SExNx4sQJvqxLly6wtrbG7t271YqlPNeHhBDVymu9UF7fNyG55c0VWrVqhYsXLwrKylOuoEm9QHe8CS93c/KFCxciODgY3377LYKDg7Fw4UKV8xFS3m3ZsgW//fabUvlvv/2Gbdu2aWUbUVFRiIuLQ6dOnfgyqVSKNm3a4NKlS/kud/nyZcEyANC5c+cClyGEEEIIUSV3c/LFixcjODgYU6dORXBwMBYvXqxyPvIf6lyN8HI3L/f09BRMy/161qxZ5epKVkmWkZGBp0+f6jsMrXN2di41PYIvXrwYGzZsUCq3t7fHqFGj4OvrW+RtxMXFAQAqVqwoKK9YsWKBQ5bFxcWpXEaxPlUyMjKQkZHBv05MTPyYkIsNfQcIISQH1YdE13I3L69Zs6ZgWu7XM2fOpFxBBUq8iZIWLVqoLG/cuDGuX79ezNGQgjx9+hRTpkzRdxhaFxQUpNHz0foUExMDd3d3pXJXV1fExsZqdVt5e8xkjBXai6amyyxatAjz5s37+CCLGX0HCCEkB9WHpLi0atVKZXmzZs2oH5kCUOJNlOR9pluBku6Sx9nZGUFBQTrfztOnT7Fy5Ur4+/vD2dlZ59srjm1oi729Pe7evQs3NzdB+Z07d2Bra6uVbTg4OADIuYPt6OjIl8fHxyvd0c67XN6724UtExAQgMmTJ/OvFeNTllT0HSCEkBxUH5LicvHiRUydOlWpnJLuglHiTXgLFizgm5uHh4cLmpfnflZjwYIFxR4bUU0qlRbrVWBnZ2e66pzHgAED4OfnB3Nzc7Ru3RoAcP78eUycOBEDBgzQyjbc3d3h4OCA06dPo0GDBgCAzMxMnD9/vsAhy1q0aIHTp0/D39+fLwsJCYG3t3e+y0il0lLVpI++A4QQkoPqQ6JrCxcu5JubR0RECJqXR0RECOYjyijxJrw6derwfyu+VKqal+eej5DybsGCBYiJiUH79u1hYJBTpcrlcnz11VcaHXiSk5MRGRnJv46KisLt27dhY2ODypUrY9KkSVi4cCGqVauGatWqYeHChTAxMcGgQYP4Zb766itUqlQJixYtAgBMnDgRrVu3xpIlS9CrVy/8/vvvOHPmjFLvo4QQQgghhcl9U27GjBkAVDcvz9tXFMlBiTcRCA4OFgwTkDfppo4SCBEyNDTE3r178f333+POnTswNjaGl5cXXF1dNVrP9evX4ePjw79WNPf29fXF1q1bMX36dKSlpWHcuHF49+4dmjVrhpCQEJibm/PLxMbGQiT6b7AKb29v7NmzB7NmzcLs2bPh4eGBvXv3olmzZkV814QQQggpj/LmCnmTbsoV8keJN1ESHByMe/fuCXo5X7BgAd3pJqQA1atXR/Xq1T96+bZt24Ixlu90juMQGBiIwMDAfOcJDQ1VKuvbty/69u370XERQgghhOQWHByM8PBwQS/nCxcupDvdhaDEm6hUp04dumJFiBpkMhm2bt2Ks2fPIj4+HnK5XDD9jz/+0FNkhBBCCCG64enpSbmChijxJoSQIpg4cSK2bt2K7t27o06dOoUO70UIIYQQQsofSryJShEREXynCQCwePFiQc+FhJAce/bswb59+9CtWzd9h0IIIYQQQkooUeGz6M6ff/6Jnj17wsnJCRzHKTVXYIwhMDAQTk5OMDY2Rtu2bREWFlboeg8cOABPT09IpVJ4enri0KFDOnoHZVPv3r0FSTeQ03Nh7o4UCCE5DA0NUbVqVX2HQQghhBBCSjC9Jt4pKSmoV68e1qxZo3L60qVLsWLFCqxZswbXrl2Dg4MDOnbsiKSkpHzXefnyZfTv3x9DhgzBnTt3MGTIEHzxxRc0oLua8ibXbdu2LXA6IeXdlClTsHr16gI7RiOElA3R0dHo3bs3/xMdHa3vkAghhJQSem1q3rVrV3Tt2lXlNMYYVq1ahe+++w6fffYZAGDbtm2oWLEidu3ahdGjR6tcbtWqVejYsSMCAgIAAAEBATh//jxWrVqF3bt36+aNlBG5B75funQp30PzpEmT8PDhQ0yfPp2fj5qdE5Lj4sWLOHfuHE6cOIHatWtDIpEIph88eFBPkRFCtEnVhedJkyYBoOFzCCGEFO6j73hHRkbi1KlTSEtLAwCt3+2JiopCXFwcOnXqxJdJpVK0adMGly5dyne5y5cvC5YBgM6dOxe4TEZGBhITEwU/5VHu5uV5h0XK/TpvM3RCyjMrKyv06dMHbdq0QYUKFWBpaSn4IYSUfrmTbpFIhN69e0MkEqmcTgghhKii8R3vN2/eoH///vjjjz/AcRz+/fdfVKlSBSNGjICVlRWCgoK0ElhcXBwAoGLFioLyihUrIiYmpsDlVC2jWJ8qixYtwrx584oQbdmSt3m5gre3d4EXMAgpj7Zs2aLvEAghOpS7OfkPP/yAypUrAwCGDh2K2NhY+Pn58fO5ubnpIUJCCCGlgcZ3vP39/WFgYIDY2FiYmJjw5f3798fJkye1GhwApaF5GGOFDtej6TIBAQFISEjgf548efLxAZcBoaGhKssp6SaEEFLeKJqTi0QiPulWqFy5Mn/nWzEfIYQQoorGd7xDQkJw6tQpODs7C8qrVatW4J1oTTk4OADIuYPt6OjIl8fHxyvd0c67XN6724UtI5VKIZVKixhx6bd48WK+GfnDhw8FzcsfPnwomI8Q8p/9+/dj3759iI2NRWZmpmDazZs39RQVIUSbPv30U5XlXbp0wfHjx4s5GkIIIaWNxne8U1JSBHe6FV6/fq3V5NXd3R0ODg44ffo0X5aZmYnz58/D29s73+VatGghWAbIuVhQ0DIkR+4O06ZPn47evXtj6dKl6N27N9+xWt75CCnvfvjhBwwbNgz29va4desWmjZtCltbWzx+/DjfziMJIaXP4cOHVZbrorUfIYSUdBEREYJRHnJ30kxU0zjxbt26NbZv386/5jgOcrkcy5Ytg4+Pj0brSk5Oxu3bt3H79m0AOR2q3b59G7GxseA4DpMmTcLChQtx6NAh3Lt3D0OHDoWJiQkGDRrEr+Orr77iezAHgIkTJyIkJARLlixBREQElixZgjNnzlATMDXl7Zk1b/Ny6rmVEKF169Zh48aNWLNmDQwNDTF9+nScPn0afn5+SEhI0Hd4hJAiWrVqFQBALpcjNjZWMC02NhZyuVwwHynZnj17hi+//BK2trYwMTFB/fr1cePGDX2HRUip0rt3b6XOlmfMmEEdTRZC46bmy5YtQ9u2bXH9+nVkZmZi+vTpCAsLw9u3b/HXX39ptK7r168LkvXJkycDAHx9fbF161ZMnz4daWlpGDduHN69e4dmzZohJCQE5ubm/DKxsbGCnkW9vb2xZ88ezJo1C7Nnz4aHhwf27t2LZs2aafpWy63g4GBEREQIvlCLFy+mO92EqBAbG8u3qDE2NkZSUhIAYMiQIWjevDnWrFmjz/AIIUWUu8M0Pz8/iEQidOnSBSdPnuST7rzzkZLp3bt3aNmyJXx8fHDixAnY29vj0aNHsLKy0ndohJQaeZPrtm3bCvqH6t27N92oy4fGibenpyfu3r2L9evXQywWIyUlBZ999hnGjx8veBZbHW3bti1wGDKO4xAYGIjAwMB851HVEVjfvn3Rt29fjWIhQjVr1qQvDSFqcHBwwJs3b+Dq6gpXV1dcuXIF9erVQ1RUlNaHWSSE6EdwcDB/simXy5We6abjZemwZMkSuLi4CEajoAsmhKgvd3PypUuX8v1BTZo0CQ8fPuQfTY2IiKAbdiponHgDOSeaNPwWIYQA7dq1w5EjR9CwYUN8/fXX8Pf3x/79+3H9+nV89tln+g6PEKIlwcHBiI6OFjy6tmrVKkrcSpHDhw+jc+fO6NevH86fP49KlSph3LhxGDlypMr5MzIykJGRwb9OTEzUeJvp6enYvn070tLSPjrukkbRsmv37t2CVqilWefOnSlRVEPu1rC5O2HO+3rGjBl0QVKFj0q8379/j7///hvx8fGCZlZAzjPXhBBSXmzcuJGvB8eMGQMbGxtcvHgRPXv2xJgxY/QcHSFEm9zc3OhkshR7/Pgx1q9fj8mTJ2PmzJn4+++/4efnB6lUqvL8ddGiRUW+0XT16lUcP34chsYVwKHg4XBLC8ZkEBuY4O69x+A4sb7DKbKszES8fv0a33//vb5DKTXatm2rstzb25uGHy6Axon3kSNHMHjwYKSkpMDc3FwwPjbHcZR4lxGPHz/mn7kHgBUrVqBKlSp6jIiQkkkkEgn6mfjiiy/wxRdf6DEiQgghqsjlcjRu3BgLFy4EADRo0ABhYWFYv369yvPXgIAAwblQYmIiXFxcPmrb5hVagxOV/iS1LEp8dQX0YJhmQkNDVXZcTUl3wTROvKdMmYLhw4dj4cKFKocVI6Wfqh4JFQceutJPCHD37l21561bt64OIyGEEKIuR0dHeHp6Cspq1aqFAwcOqJxfKpVqdahcQkq7xYsX883NHz58KGhe/vDhQ8F8RJnGifezZ8/g5+dHSXcZlTvp5jgO3bt3x7Fjx/hOoqinQkKA+vXrg+M4MMYErX5UkclkxRQVIYSQgrRs2RIPHjwQlD18+BCurq56ioiQ0iX3c/CKjtRUNS+n5+VV03gc786dO+P69eu6iIXo2ePHj/m/V61ahUOHDmHEiBE4dOiQYHzS3PMRUh5FRUXh8ePHiIqKwoEDB+Du7o5169bh1q1buHXrFtatWwcPD49876IQQkqnyMhI9O7dm/+JjIzUd0hEA/7+/rhy5QoWLlyIyMhI7Nq1Cxs3bsT48eP1HRohpUbeG3B5k266QZc/je94d+/eHdOmTUN4eDi8vLwgkUgE0z/99FOtBUeKl6I5OcdxSr20urm58Xf4Jk+eTF+qArx79w7Llizhe/0sCzIzMwEASxcvhqGhoZ6j0Y4ePXuic5cuH7Vs7rsj/fr1ww8//IBu3brxZXXr1oWLiwtmz56t8tENQkjpo+q7PHXqVAB0ollaNGnSBIcOHUJAQADmz58Pd3d3rFq1CoMHD9Z3aISUKsHBwYiIiBD0cr548WK6010IjRNvxZAL8+fPV5rGcRw1qywDunfvrrK8Y8eOCAkJKeZoSp8HDx4gPCICzW1tIOE0blRSImXK5ZAaG8NRJoNhrqFVSquHSUn44+zZj068c/vnn3/g7u6uVO7u7o7w8PAir58Qon95k+4uXbrg5MmTgumUfOteZmYmoqKi4OHhAQODjxqYBz169ECPHj20HBkh5U/NmjWp3tOQxrVW3uHDSNlz7NgxjBgxQqn89OnTeoim9Oru6AjTjzwxILq1J/YJErS0rlq1amHBggX4+eefYWRkBCBn7NcFCxagVq1aWtpK6ZOYmCgY/7a0e/fuHf/71atXeo5GO6ysrJRarRFluZuT5x7hY8yYMYIRQCIjI1G1alW9xFjWpaamYsKECdi2bRuAnOeyq1SpAj8/Pzg5OQnuuhFCSElFWQHhrVixApMnTwZjDNHR0YLm5tHR0XwHaytWrNBThISUPBs2bEDPnj3h4uKCevXqAQDu3LkDjuNw9OhRPUenH8+ePYO//2RkZpadxFthwYIF+g5Ba7xbtsT0adP0HUaJp2hODkBpWM3cr6dOnUp3f3QkICAAd+7cQWhoKLrkaqnUoUMHzJ07lxJvQkip8FGJ9/nz57F8+XLcv38fHMehVq1amDZtGj755BNtx0eKUe4TiEmTJoHjOHTs2BGnT5/mk+688xFS3jVt2hRRUVHYsWMHIiIiwBhD//79MWjQIJiamuo7PL2Ij49HZmYGzGybQiQuG0PxyGWZyEx7AUNjR4jEpb+fg/SkR4iNeaLvMEqVLvk8mtKuXTv88ccfxRxN+RIcHIy9e/eiefPmgpEkPD098ejRIz1GRggh6tM48d6xYweGDRuGzz77DH5+fmCM4dKlS2jfvj22bt2KQYMG6SJOUkyCg4P5Z9kYY0rPdNPVfEKUmZiYYNSoUfoOo8SRGNlBbFB2hp40Mqus7xC0JjPtBYBMfYdRqpw8eRJjxoxRKqekW/devXoFe3t7pfKUlJRCh3QkhJCSQuPE+3//+x+WLl0Kf39/vmzixIlYsWIFvv/+e0q8y4Dg4GDBc2uA8Lk2QojQw4cPERoaivj4eKV+MObMmaOnqAgh2rB8+XK+ufnjx48Fx8Lcw2suX7682GMrL5o0aYJjx45hwoQJAMAn25s2bUKLFi30GRohhKhN48T78ePH6Nmzp1L5p59+ipkzZ2olKKJ/VapUobvbhKhh06ZNGDt2LCpUqAAHBwfB3ReO47SaeLu5uSEmJkapfNy4cVi7dq1SeWhoKHx8fJTK79+/T0N+EKKm3B2mKS5Iq2peTh2r6c6iRYvQpUsXhIeHIzs7G6tXr0ZYWBguX76M8+fP6zs8QghRi8aJt4uLC86ePat0gDl79ixcXFy0FhghhJQGCxYswP/+9z98++23Ot/WtWvXBEM23rt3Dx07dkS/fv0KXO7BgwewsLDgX9vZ2eksRkLKotyPYQHKzcvpQrVueXt746+//sLy5cvh4eGBkJAQNGzYEJcvX4aXl5e+wyOEELVonHhPmTIFfn5+uH37Nry9vcFxHC5evIitW7di9erVuoiR6EFERISgl9DFixfTHTJCVHj37l2hia+25E2YFy9eDA8PD7Rp06bA5ezt7WFlZaXDyAgp+4KDgxEZGSno5Xz58uV0p7uYeHl58cOJEUJIaaRx4j127Fg4ODggKCgI+/btA5Azju3evXvRq1cvrQdIil/uq/oKiiScruoTItSvXz+EhISo7HRJlzIzM7Fjxw5Mnjy50M6FGjRogPT0dHh6emLWrFkqm58rZGRkCMbfTkxM1FrMhJR2VatWpeNgMdGk7sndoocQQkqqjxpOrE+fPujTp4+2YyElQN6ku23btggNDRVMp5MOQv5TtWpVzJ49G1euXIGXlxckEolgup+fn062GxwcjPfv32Po0KH5zuPo6IiNGzeiUaNGyMjIwK+//or27dsjNDQUrVu3VrnMokWLMG/ePJ3ETAgh6rKyslK7x/Lcj+AQQkhJ9VGJNymbIiIi+L+XLl2K6tWrA8gZ0/vhw4eYPn06Px81Oyckx8aNG2FmZobz588rdfLDcZzOEu+ff/4ZXbt2hZOTU77z1KhRAzVq1OBft2jRAk+ePMHy5cvzTbwDAgIEIxokJiZS/x2EkGJ37tw5/u/o6GjMmDEDQ4cO5Xsxv3z5MrZt24ZFixbpK0RCCNGIWom3tbW12lcd3759W6SAiP7kfqZbkXSrej1jxgy6603IB1FRUcW+zZiYGJw5cwYHDx7UeNnmzZtjx44d+U6XSqWQSqVFCY+QMis8PFwwgsvChQvh6empx4jKrtx9V8yfPx8rVqzAwIED+bJPP/0UXl5e2LhxI3x9ffURooaYvgMgKjDGQP8bUlzUSrxXrVql4zBISdK2bVuV5d7e3rh06VLxBkNIKZGZmYmoqCh4eHjAwEC3jYm2bNkCe3t7dO/eXeNlb926BUdHRx1ERUjZpqr/E0USThejdevy5cvYsGGDUnnjxo0xYsQIPUSkuTdPDkFsYAiR2BAizhCMMwA4CTiRIUQiQ3AiVX/n/OZEEnCcSN9vocRijIGxbDB5Fpg8E3J5pvBvWc7fTJ4JxrIAZAMfpsmyM8GYHBys9f02SDmg1tmhulcSX716VaRgSMkQGhqKSZMmKZVT0k2IstTUVEyYMIHvbffhw4eoUqUK/Pz84OTkJGhJog1yuRxbtmyBr6+vUoIfEBCAZ8+eYfv27QByLpq6ubmhdu3afGdsBw4cwIEDB7QaEyFlXd6ku1WrVrh48aJgOiXfuuPi4oINGzYgKChIUP7TTz+V+EdhvLy8MH36dKSkpCA5ORnJycn830lJSUhMSkZy8nukpKQgLS0Vcrlc5XrEYglEYilEIgkYJwEgASeSQCQ25JNzA0MbiMXGkMvSi/dN6ohcnoXszHcA8CFxzoJcngmwLHDI4l8rkmdVpFIjmJiYwszSFGZm5rCwMIeZmRlMTU1hZmbG/+3g4FCcb02nMjIy8PTpU32HoRPOzs6lulVekW/LMMZw4sQJbN68GceOHRP0hktKl8WLF/NJwsOHDwXNyx8+fCiYjxCSIyAgAHfu3EFoaCi6dOnCl3fo0AFz587VeuJ95swZxMbGYvjw4UrTXrx4gdjYWP51ZmYmpk6dimfPnsHY2Bi1a9fGsWPH0K1bN63GREhZFh4ezv+de2jNqVOnCobeDA8Pp2bnOrJy5Up8/vnnOHXqFJo3bw4AuHLlCh49elTiLyTa2NjA29tb5bSsrCxBQp6cnIzXr18jLi4OL1++xMuXLxEXF4fU1FTIZFmQybIK3JaJRTVkchKkJYQXOF9ZZGBgAHt7e1SsWBEVK1aEg4MD7O3tYWFhIUi0jYyM1H58trR6+vQppkyZou8wdCIoKAgeHh76DuOjfXTi/fjxY/zyyy/Ytm0bkpOT0b17d+zZs0ebsQEA3NzcEBMTo1Q+btw4rF27Vqk8NDRU5VA59+/fpw7BCpH781F0pKaqeTl9joT8Jzg4GHv37kXz5s0FB3NPT088evRI69vr1KnTh2fSlG3dulXwevr06fx3mRDycXI/0533+Jf79cyZM+mut45069YNDx8+xPr16xEREQHGGHr16oUxY8aU+Dve//77L44fP/7hDnfOXe7klBSkpqQgKytT5TIcJ4LYQJpzN5szgaGxJd/8nBNJCmiaLgWTZ0JqnH+nm6UJA8tpYs+J+abi8g9NyJks19/yTADZeP02Da9eP8Sdu/cgz+cihUgkgrGxCZ+IW1iYw9zcHNWqVcOnn35avG9QR5ydnZVah+jK06dPsXLlSvj7+8PZ2Vnn2yuObeiSRol3eno69u/fj82bN+PKlSvo2LEjXrx4gdu3b6NOnTo6CfDatWuCYSLu3buHjh07ol+/fgUu9+DBA8G4jnZ2djqJr6wJDg4WNKnLm3TTSQUhQq9evYK9vb1SeUpKSpm/qk5IedKqVSuV5c2aNcPVq1eLOZryx8XFBQsXLtR3GBp7/vw5zp07B0NjB3AiKTiRETiRBQzNDCFVepY7529w4o8+fnAiY4gMjLX8LkofxuS5nvPOUkrck9IzkZCahadxr5CdEYH379+XmcRbKpUW+11hZ2fnUn0nurionXiPGzcOe/bsQY0aNfDll1/iwIEDsLW1hUQigUikuw4f8ibMixcvhoeHh6C3S1Xs7e1hZWWls7jKsuDgYEHzOUDYvI4Q8p8mTZrg2LFjmDBhAgDwJ0ubNm3ih70hhJR+Fy9exNSpU5XKKenWjbt376JOnToQiUS4e/dugfPWrVu3mKL6eOYVvMGJxPoOo9zgOBE4sRQQS1HYp5746gr1a06KhdqJ98aNG/Htt99ixowZMDc312VM+VJ0DjR58uRCrwQ2aNAA6enp8PT0xKxZs1Q2P1fIyMgQPJuemJiotZhLq5o1a9LdbULUsGjRInTp0gXh4eHIzs7G6tWrERYWhsuXLyuN600IKX0WLlzINzePiIgQXISOiIgQzEe0p379+oiLi4O9vT3q168PjuNUPmbDcZygZSQhhJRUaife27dvx5YtW+Do6Iju3btjyJAhgo6EikNwcDDev3+PoUOH5juPo6MjNm7ciEaNGiEjIwO//vor2rdvj9DQULRu3VrlMosWLcK8efN0FDUhpCzz9vbGX3/9heXLl8PDwwMhISFo2LAhLl++DC8vL32HRwgpotwdpilagqlqXk4dq2lXVFQU3+oxKipKz9EQQkjRqZ14Dxo0CIMGDUJ0dDS2bNmC8ePHIzU1Z9iD4urJ8+eff0bXrl3h5JR/pxE1atRAjRo1+NctWrTAkydPsHz58nwT74CAAEyePJl/nZiYWOI76yCElBxeXl78cGKEkLInb/8neZNuaiGmfa6urir/JoSQ0krjh7Pd3Nwwb948REdH49dff8Xnn3+OL7/8Es7OzvDz89NFjACAmJgYnDlzBiNGjNB42ebNm+Pff//Nd7pUKoWFhYXgp7yLjIxE7969+Z/IyEh9h0RIiSQWixEfH69U/ubNG4jF9DwfIWVFcHCwUnPyhQsXUtJdDLZt24Zjx47xr6dPnw4rKyt4e3urHPmGEEJKoo8eTozjOHTp0gVdunTB27dv+abourJlyxbY29uje/fuGi9769YtODo66iCqsin3VX0FRYcydIJBiFB+Q3tlZGTA0NCwmKMhhOiSp6cnHQf1YOHChVi/fj0A4PLly1izZg1WrVqFo0ePwt/fHwcPHtRzhIQQUriPTrxzs7GxwaRJkzBp0iS+zMLCArdv30aVKlWKvH65XI4tW7bA19cXBgbCkAMCAvDs2TNs374dALBq1Sq4ubmhdu3afGdsBw4cwIEDB4ocR3mQN+nu0qULTp48KZhOJx3qWfrwX5hLJDAViWAmFsNcYgAzg5wfc4Ncf0skMNThyADlhZwxpGRnIyk7G8l5fpKyPvwtlyNZJkNCRgY8KlQo0vZ++OEHADkXITdv3gwzMzN+mkwmw59//kkjARBCiBY8efIEVatWBZBzA6Bv374YNWoUWrZsibZt2+o3OEIIUZNWEm9V8rsL9DHOnDmD2NhYDB8+XGnaixcvEBsby7/OzMzE1KlT8ezZMxgbG6N27do4duwYunXrprV4yqrczclXrFjBXzQZM2YMHj9+zD8HHxkZyR8AiTIPDw+MHTsW79+/R0JCQs7Pu3d49O4dEhMTkZSSorSMVCyGmaEhzMRimIlEHxLy/5Lz3Am7qYEBROVgfGjGGDLkcmECnZ2N5KxcybVMhhSZDEnZ2UjJzFQaDkRiYAArS0tYWlvDytoaDpaWsLKygqWlJSpVqlSk+FauXMnHuWHDBkGzckNDQ7i5uWHDhg1F2gYhhBDAzMwMb968QeXKlRESEgJ/f38AgJGREdLS0vQcHSGEqEdnibc2derUKd9EfuvWrYLX06dPx/Tp04shqrIn9/ikeVsq5H49depUuutdADs7O3Tu3Dnf6TKZDImJiXxSnjtBV/z95t07PH7/Hm9fvYZMLhcszwEwNTSEuYEBGlpboYmVFRKzsnT8ropHYlYWTryMR5pcjqSsLGSpGCLG3NQUVlZWsHJwgKO1NSwtLfkfRVKt+DEyMip06MGPpehl18fHBwcPHoS1tbVOtkMIIeVdx44dMWLECDRo0AAPHz7kHzsMCwuDm5ubfoMjhBA1lYrEmxSv/IaJa9euHf74449ijqZskclkSEpK+u9OeEKCIAlP/HB3PDEhAYlJSUpJNwCYSCQwMzCAqVgMKThcev0GIS9f6uHd6EYFQ0OYGhqCAUhiDNl5PoPk1FSIRCJwHKeUVCteK6ZxHAcjIyOdxuvj4wOpVKpUnpaWhmXLlmHOnDk63T4hhJR1a9euxaxZs/DkyRMcOHAAtra2AIAbN25g4MCBeo6OEELUQ4k3UXLy5EmMGTNGqZySbvW8ePECFy5c+O8u9rt3SHj/Hu8TEpCckqLUekMiFsNcIslpRi4SwdrAAC4GBjCvUAFmEuHz4KYGBhDnSTYTs7JQx7Ls9MRvIZHAQiIB8F9zc75peVauJufpaUh+koQX0dH4VyZDcj7NzaWGhrC0sMi5I25tDcsPd8VdXV3zHWJQE/PmzcOYMWNgYmIiKE9NTcW8efMo8SaEkCJKTEzEDz/8AFGe/lACAwPx5MkTPUVFCCGa0VniravmnUR3li9fzjc3f/z4saB5+ePHjwXzkfzFxMRg165dqGhiAguxGGZiMdwMDGBubgYzayulDtakRRxyKneiWtZwHAcjsRhGYjHsVNxVzkv2oYO1vM+EJ2dnI+ndOyS/eoV4uRwv09Ph6u6ulcSbMaayvrtz5w5sbGyKvP7SLOXtbYgMTCESG334kfJ/cyIpHSd0jMmzIZdlQC5Ph1z23w+TpSMrPR6wKt/7Jyk93N3d8eLFC9jb2wvK3759C3d3d8hUPJZECCElTanoXI0Uj9wdpik6UlPVvJw6VlPPN1XcYWpAjUqKk5jj1LoQsSf2CRKKuC1ra2u+OXv16tUFSaRMJkNycrLKliPlga2tLVq2bIk3b9/i3dv3SEh4gtT0vB0gcZBIjCESG4FxhuBE0lwJuhE4sRFEIkWSLqEk/QPG5IIEmk+o5RmQy9IBlgHIMyDLToNMJuz7QSQSwdzcApa2VrC1qY6qVT309C4I0Ux+55TJyck6f5yIEEK0ReOsYP78+Zg6dapSs8q8zzOeOHGiyL0Gk+IXHBwsGFIsb9JNnaoRkmPVqlVgjGH48OGYN28eLC0t+WmKXs1btGihxwj1p3Llypg2bZqgLCMjg+9A8N27d3j//j3/97t37/D27Tu8e/cWCQkJyMrKFCzLcSIYKJJ0GAqScgNDK4gNTHOSzjKAMRmyMt8CHxJsJksHYxkAy4A8Ox3Z2RnCBTgOZqZmsLGygo2NLaytrWBtbZ3TAaGV8G9zc3OlprplRUZGBp4+farvMHTC2dlZZT8S5YHiJgDHcZgzZ47g3FMmk+Hq1auoX7++nqIjhBDNaJx4q/s8Y6tWrbQTISl2wcHBiIyMFPRyvnz5crrTTUguvr6+AHKaQHp7e0NSRpv7a4tUKoW9vb1SU1GFrKwsPjGPi4tDVFQUoqKiEB0djbdv3yIrMwWA8lB8RmYu4MTmSEsI1/E7KBkMDAzg4uICNzc3uLu7w9XVFTY2NrC2toapqWm5bRnw9OlTTJkyRd9h6ERQUBA8PMpn64Rbt24ByLnj/c8//8DQ0JCfZmhoiHr16gnOVTSxaNEizJw5ExMnTsSqVau0ES4hhBRI48SbnmcsH6pWrUp3twlRQ5s2bfi/09LSkJVnaDcLi7LT8Z2mFL34573DnftO95u3OZ0PpqYqJ9UGkpy72obGFfmm6JzISNAkXSQ2BpgMUmMnPbxD7WNgwIcuApWalMszwLEMPHv+GjExT3Du3DnBsmKxASwsLGBlbQ1bGxtYWyvf9Vb8bWxsrId3pzvOzs4ICgoqlm09ffoUK1euhL+/P5ydnXW+veLYRkml2MeHDRuG1atXa60+vXbtGjZu3Ii6detqZX2EEKIOtRNvep6REEKUpaamYvr06di3bx/evHmjNL08dvoTHh6OxYuXICkpUenZTLGBFGIDI4CTApwUIrEJRIbWMDP+kEiLPjzfLZaC49RvFi0yKFuJZGEYY2AsO9dz3jnPeKfL0vE8Ph3PXjwFh8eQy9KRnZUGxoTD8kkkhqhduzYCA+fq6R1ol1QqLfa7ws7OzuX2TnRx27Jli9bWlZycjMGDB2PTpk1YsGCB1tZLCCGFUTvxpucZCSFE2bRp03Du3DmsW7cOX331FdauXYtnz57hp59+wuLFi/Udnl5kZGQgMTEBJlZeEEssBL2ac1zRevEnOXIuhEsAkQRiiXmB8zLGwORZfO/mTJaOtKTHeP1a+UIRISVRu3btCpyuyXCn48ePR/fu3dGhQ4diTbwZywKTywufkRQ/Rv8XUjzUTrzpeUZCCFF25MgRbN++HW3btsXw4cPxySefoGrVqnB1dcXOnTsxePBgfYeoN1LTyhAbmBQ+I9EpjuPAiQ0hEhsCkpymulkZbwBkFrwgISVEvXr1BK+zsrJw+/Zt3Lt3jz8/VceePXtw8+ZNXLt2Ta35MzIykJHxX4eGiYmJam9LwdTUFADw9ukRjZclxcfM1EXfIZByQONnvNu0aQO5XI6HDx8iPj4e8jxX77QxLi4hhJQWinFkgZznud++fQsgp4PJsWPH6jM0QggpE1auXKmyPDAwEMnJyWqt48mTJ5g4cSJCQkLUHoJs0aJFmDdvntpxqtK4cWPMnTsXqampRVpPSZKcnIw7d+6gXr16MDMz03c4WkHP+5PioHHifeXKFQwaNAgxMTFKz+5xHFcun2ckhJRfVapUQXR0NFxdXeHp6Yl9+/ahadOmOHLkCKysrPQdHiGElFlffvklmjZtiuXLlxc6740bNxAfH49GjRrxZTKZDH/++SfWrFmDjIwMiMXCR2ECAgL4Ic2AnDveLi6a3xlt0KCBxsuUZI8ePcL69evx+eefUz8HhGhA48R7zJgxaNy4MY4dOwZHR8dyO3QJIYQAOb3t3rlzB23atEFAQAC6d++OH3/8EdnZ2VixYoW+wyOEkDLr8uXLat+9bt++Pf755x9B2bBhw1CzZk18++23Skk3kNNpX3kdQ50Qon0aJ97//vsv9u/fT2M661FGRgaePn2q7zC0ztnZmQ5wpNTx9/fn//bx8UFERASuX78ODw8PpecSCSGEaO6zzz4TvGaM4cWLF7h+/Tpmz56t1jrMzc1Rp04dQZmpqSlsbW2VygkhRBc0TrybNWuGyMhISrz16OnTp5gyZYq+w9C6oKAgarJESr3KlSujcuXKSuVeXl44fvz4RzVTJISQ8iz3SDoAIBKJUKNGDcyfPx+dOnXSU1SEEKIZjRPvCRMmYMqUKYiLi4OXl5dS7+bUOYHuOTs7IygoSOfbefr0KVauXAl/f384OzvrfHvFsQ1C9CU6OhpZWVn6DoMQQkodbY7jnVtoaKhO1ksIIaponHh//vnnAIDhw4fzZRzHgTFGnasVE6lUWqx3hp2dnelONCElQGBgoFIPuxUrVkRcXFy+y5w/fx6TJ09GWFgYnJycMH36dIwZM0bXoRJCiNbduHED9+/fB8dx8PT0LHOdlhFCyjaNE++oqChdxEEIIUQNtWvXxpkzZ/jXqjoEUoiKikK3bt0wcuRI7NixA3/99RfGjRsHOzs7/iIqIYSUdPHx8RgwYABCQ0NhZWUFxhgSEhLg4+ODPXv2wM7OTt8hEkJIoTROvF1dXXURByGEEDUYGBjAwcFBrXk3bNiAypUrY9WqVQCAWrVq4fr161i+fDkl3oSQUmPChAlITExEWFgYatWqBQAIDw+Hr68v/Pz8sHv3bj1HSAghhRN9zEK//vorWrZsCScnJ8TExAAAVq1ahd9//12rwRFCCBH6999/4eTkBHd3dwwYMACPHz/Od97Lly8rdTzUuXNnXL9+Pd/nzTMyMpCYmCj4IYQQfTp58iTWr1/PJ90A4OnpibVr1+LEiRN6jIwQQtSnceK9fv16TJ48Gd26dcP79+/5Z7qtrKz4uyqEEEK0r1mzZti+fTtOnTqFTZs2IS4uDt7e3njz5o3K+ePi4lCxYkVBWcWKFZGdnY3Xr1+rXGbRokWwtLTkf6gXdkKIvsnlcqXOfAFAIpFALpfrISJCCNGcxon3jz/+iE2bNuG7774TPFvYuHFj/PPPP1oNjhBCSrrt27cjIyNDqTwzMxPbt2/nX//0009KSbCmunbtis8//xxeXl7o0KEDjh07BgDYtm1bvstwHCd4zRhTWa4QEBCAhIQE/ufJkydFipkQQoqqXbt2mDhxIp4/f86XPXv2DP7+/mjfvr0eIyOEEPVpnHhHRUWp7EVSKpUiJSVFK0ERQkhpMWzYMCQkJCiVJyUlYdiwYfzrQYMGwdTUVKvbNjU1hZeXF/7991+V0x0cHJR6PI+Pj4eBgQFsbW1VLiOVSmFhYSH4IYQQfVqzZg2SkpLg5uYGDw8PVK1aFe7u7khKSsKPP/6o7/AIIUQtGife7u7uuH37tlL5iRMn4OnpqY2YBAIDA8FxnOCnsI6Fzp8/j0aNGsHIyAhVqlTBhg0btB4XIYQA4IdSzOvp06ewtLTU6bYzMjJw//59ODo6qpzeokULnD59WlAWEhKCxo0bq2y2SQghJZGLiwtu3ryJY8eOYdKkSfDz88Px48dx48YNODs76zs8QghRi8a9mk+bNg3jx49Heno6GGP4+++/sXv3bixatAibN2/WRYw0fA4hpMRp0KABfzGwffv2MDD4rzqVyWSIiopCly5dtLrNqVOnomfPnqhcuTLi4+OxYMECJCYmwtfXF0BOM/Fnz57xTdzHjBmDNWvWYPLkyRg5ciQuX76Mn3/+mXoAJoSUSh07dkTHjh3zne7l5YXjx49T3xSEkBJJ48R72LBhyM7OxvTp05GamopBgwahUqVKWL16NQYMGKCLGGn4HEJIidO7d28AwO3bt9G5c2eYmZnx0wwNDeHm5qb1Oufp06cYOHAgXr9+DTs7OzRv3hxXrlzhh3l88eIFYmNj+fnd3d1x/Phx+Pv7Y+3atXBycsIPP/xAdSEhpEyKjo7Od8QGQgjRN40TbwAYOXIkRo4cidevX0Mul8Pe3l7bcQkohs+RSqVo1qwZFi5ciCpVqqicN7/hc37++WdkZWWpbF6ZkZEh6ByJhs8h2vDbk6cwEKnuwIroV0xKKirk84yzuubOnQsAcHNzQ//+/WFkZKSN0Aq0Z8+eAqdv3bpVqaxNmza4efOmjiIihBBCCCHq+KjEG8jpoOfBgwd8U0s7OzttxsVTDJ9TvXp1vHz5EgsWLIC3tzfCwsJUdg5U2PA5qp6FXLRoEebNm6eT+En5U6dOHTRv1gzJSUnI1HcwWpKVlYW3797Bxtq6TDwb7AigS7duWlmXopl3ZmYm4uPjlYa2qVy5sla2QwghhBBCSi+NE+/ExESMHz8eu3fv5k8wxWIx+vfvj7Vr12q9M6GuXbvyf3t5eaFFixbw8PDAtm3bMHnyZJXLfMzwObnXlZiYSM8HkY9mZmaGGQEB+g5Dqx49eoQpU6ZgRkAAPDw89B1OifLvv/9i+PDhuHTpkqBc0emaTCbTU2SEEEIIIaSk0DjxHjFiBG7fvo1jx46hRYsW4DgOly5dwsSJEzFy5Ejs27dPF3HydDV8jlQq1XqshJCyb+jQoTAwMMDRo0fh6OiY7wU+QgghhBBSfmmceB87dgynTp1Cq1at+LLOnTtj06ZNWu/BVxXF8DmffPKJyuktWrTAkSNHBGU0fA4hRFdu376NGzduoGbNmvoOhRBCCCGElFAaj+Nta2ursjm5paUlrK2ttRJUblOnTsX58+cRFRWFq1evom/fvkrD53z11Vf8/GPGjEFMTAwmT56M+/fv45dffsHPP/+MqVOnaj02Qgjx9PTE69ev9R0GIYSUez/99JNSPz+EEFJSaHzHe9asWZg8eTK2b9/Od1QWFxeHadOmYfbs2VoPkIbPIYSUZEuWLMH06dOxcOFCeHl5KbWssbCw0FNkhBBSNvzwww8qyzmOg5GREapWrYrWrVtj0KBBxRwZIYSoT+PEe/369YiMjISrqyvfW29sbCykUilevXqFn376iZ9XG0PY0PA5hJCSrEOHDgCA9u3bC8qpczVCCNGOlStX4tWrV0hNTYW1tTUYY3j//j1MTExgZmaG+Ph4VKlSBefOnaPOcQkhJZbGiXfv3r11EAYhhJRO586d03cIJVZaYgQ4jvrWKImyM94AMNd3GISoZeHChdi4cSM2b97Mj6wRGRmJ0aNHY9SoUWjZsiUGDBgAf39/7N+/X8/REkKIahon3nPnztVFHIQQUiq1adNG3yGUOO7u7qhSxQMJCQn6DkVr5HI50tPTYGRkDJFI4+5RSh6JGK3bqO6klJCSZtasWThw4IBgOMuqVati+fLl+Pzzz/H48WMsXbqUHiskhJRoGifeT548AcdxcHZ2BgD8/fff2LVrFzw9PTFq1CitB0gIISXdhQsX8NNPP+Hx48f47bffUKlSJfz6669wd3cXjABRXlhZWWHFiiB9h6FVirHsFyxYQGPZE1LMXrx4gezsbKXy7OxsfghZJycnJCUlFXdohBCiNo0v2w8aNIhvWhkXF4cOHTrg77//xsyZMzF//nytB0gIISXZgQMH0LlzZxgbG+PmzZvIyMgAACQlJWHhwoV6jo4QQko/Hx8fjB49Grdu3eLLbt26hbFjx6Jdu3YAgH/++Qfu7u76CpEQQgqlceJ97949NG3aFACwb98+eHl54dKlS9i1a5fKjs4IIaQsW7BgATZs2IBNmzYJejT39vamTh4JIUQLfv75Z9jY2KBRo0aQSqWQSqVo3LgxbGxs8PPPPwMAzMzMEBRUtlraEELKFo2bmmdlZUEqlQIAzpw5g08//RQAULNmTbx48UK70RFCSAn34MEDtG7dWqncwsIC79+/L/6ACCGkjHFwcMDp06cRERGBhw8fgjGGmjVrokaNGvw8Pj4+eoyQEEIKp3HiXbt2bWzYsAHdu3fH6dOn8f333wMAnj9/DltbW60HSAghJZmjoyMiIyPh5uYmKL948SKqVKmin6AIIaQMqlmzJmrWrKnvMAgh5KNonHgvWbIEffr0wbJly+Dr64t69eoBAA4fPsw3QSeEkPJi9OjRmDhxIn755RdwHIfnz5/j8uXLmDp1KubMmaPv8AghpNSTyWTYunUrzp49i/j4eMjlcsH0P/74Q0+REUKI+jROvNu2bYvXr18jMTER1tbWfPmoUaNgYmLCv/7rr7/QuHFjvlk6IYSURdOnT0dCQgJ8fHyQnp6O1q1bQyqVYurUqfjmm2/0HR4hhJR6EydOxNatW9G9e3fUqVMHHMfpOyRCCNGYxok3AIjFYkHSDUCpmWXXrl1x+/ZtampJCCnz/ve//+G7775DeHg45HI5PD09YWZmpu+wCCGkTNizZw/27duHbt266TsUQgj5aBr3aq4uxpiuVk0IISXGtm3bkJKSAhMTEzRu3BhNmzalpJsQQrTI0NAQVatW1XcYhBBSJDpLvAkhpDyYOnUq7O3tMWDAABw9ehTZ2dn6DokQQsqUKVOmYPXq1XRThxBSqn1UU3NCCCE5Xrx4gZMnT2L37t0YMGAAjI2N0a9fP3z55Zfw9vbWd3iEEFLqXbx4EefOncOJEydQu3ZtSCQSwfSDBw/qKTJCCFEfJd6EEFIEBgYG6NGjB3r06IHU1FQcOnQIu3btgo+PD5ydnfHo0SN9h0gIIaWalZUV+vTpo+8wCCGkSHSWeFOPk4SQ8sbExASdO3fGu3fvEBMTg/v37+s7JEIIKfW2bNmilfUsWrQIBw8eREREBIyNjeHt7Y0lS5agRo0aWlk/IYQURGeJNz2HQwgpLxR3unfu3IkzZ87AxcUFAwcOxG+//abv0AjRq9TUVOzYsQMZGRn6DkVrEhMTAeT0tG1hYaHnaLSje/fu5WIUmvPnz2P8+PFo0qQJsrOz8d1336FTp04IDw+HqampvsMjhJRxH5V4Z2dnIzQ0FI8ePcKgQYNgbm6O58+fw8LCgu/NNykpSauBEkJISTRw4EAcOXIEJiYm6NevH0JDQ+nZbkI+uHDhAo4fPw5387LT03+2XA4rQwniwsPwWlT6+6iNS01DUlISZs6cqe9QBBo2bIizZ8/C2toaDRo0KLAl5c2bN9Va58mTJwWvt2zZAnt7e9y4cQOtW7cuUryEEFIYjRPvmJgYdOnSBbGxscjIyEDHjh1hbm6OpUuXIj09HRs2bNBFnIQQUiJxHIe9e/eic+fOMDCgbjMIyYsDMMHDQ99hkHxsfhyl7xBU6tWrF6RSKQCgd+/eOtlGQkICAMDGxkbl9IyMDEFrDUVrB0I+RkZGBo4cOQKZTKbvULTm7du3AICQkJB8v0elTZcuXWBpaamTdWt8ljhx4kQ0btwYd+7cga2tLV/ep08fjBgxQqvBEUJISbdr1y7+7/T0dBgZGekxGkIIKRvmzp2r8m9tYYxh8uTJaNWqFerUqaNynkWLFmHevHla3zYpn44dO4adO3bA/MMFpbJAzhgMxWL8de4cRGWgf6/kzEy8e/cOY8aM0cn6NU68L168iL/++guGhoaCcldXVzx79kxrgZU2jDEcO3YM8fHx+g5Fa96/fw8A+P3332FlZaXXWLSlYcOGqF+/vr7DIGWIXC7H//73P2zYsAEvX77Ew4cPUaVKFcyePRtubm74+uuvtbKdj+kUKDQ0FD4+Pkrl9+/fR82aNbUSFyGEFJcbN27g/v374DgOnp6eaNCgwUev65tvvsHdu3dx8eLFfOcJCAjA5MmT+deJiYlwcXH56G2S8k0mk8FMaojAWnT8LalWRz7SaYsEjRNvuVyuMqCnT5/C3NxcK0GVRjExMdi8eTMkhmbgRGWjuSljcojEUly+ehscV/qfY5Nlp+PPPy9g61bt9I5KCAAsWLAA27Ztw9KlSzFy5Ei+3MvLCytXrtRa4l2UToEePHgg6ATKzs5OKzERQkhxiI+Px4ABAxAaGgorKyswxpCQkAAfHx/s2bNH4zptwoQJOHz4MP788084OzvnO59UKuWbuxNCSFFpnCF27NgRq1atwsaNGwHkPN+YnJyMuXPnolu3bloPsLSQy+UAAFOb5jCQWus5GqJK6vtwyOVP9R0GKWO2b9+OjRs3on379oKmSXXr1kVERITWtlOUToHs7e3LTKsVQkj5M2HCBCQmJiIsLAy1atUCAISHh8PX1xd+fn7YvXu3WuthjGHChAk4dOgQQkND4e7ursuwCSFEQOPbmCtXrsT58+fh6emJ9PR0DBo0CG5ubnj27BmWLFmi9QAXLVqEJk2awNzcHPb29ujduzcePHhQ4DKhoaHgOE7pR5snwYQQAgDPnj1D1apVlcrlcjmysrJ0tt3COgXKrUGDBnB0dET79u1x7tw5ncVECCG6cPLkSaxfv55PugHA09MTa9euxYkTJ9Rez/jx47Fjxw7s2rUL5ubmiIuLQ1xcHNLS0nQRNiGECGh8x9vJyQm3b9/G7t27cfPmTcjlcnz99dcYPHgwjI2NtR4gNa8khJRktWvXxoULF+Dq6ioo/+2334r0/GFB1OkUCAAcHR2xceNGNGrUCBkZGfj111/Rvn17hIaG5nuXnHrxJYSUNHK5HBKJRKlcIpHwLQ7VsX79egBA27ZtBeVbtmzB0KFDixIiIYQU6qMeRjY2Nsbw4cMxfPhwbcejhJpXEkJKsrlz52LIkCF49uwZ5HI5Dh48iAcPHmD79u04evSoTrapTqdAAFCjRg1B52stWrTAkydPsHz58nzrT+rFlxBS0rRr1w4TJ07E7t274eTkBCCntZG/vz/at2+v9noYY7oKkRBCCvVRifezZ8/w119/IT4+XulKo5+fn1YCy4+mzSvT09Ph6emJWbNmqezdlxBCiqJnz57Yu3cvFi5cCI7jMGfOHDRs2BBHjhxBx44dtb49dTsFyk/z5s2xY8eOfKdTL76EkJJmzZo16NWrF9zc3ODi4gKO4xATE4O6desWWJ8RQkhJonHivWXLFowZMwaGhoawtbUFl2vMNo7jdJp466p5JTWtJIQURefOndG5c+cC59m9ezc+/fTTQh+RyY+2OgW6desWHB0d851OvfgSQkoaFxcX3Lx5E2fOnMH9+/fBGIOnpyc6dOig79AIIURtGifec+bMwZw5cxAQEACRqHiHmNJV80pqWkkI0bXRo0ejWbNmqFKlykctP378eOzatQu///473ykQAFhaWvL9awQEBODZs2fYvn07AGDVqlVwc3ND7dq1kZmZiR07duDAgQM4cOCAdt4UIYToUFpaGs6ePYsePXoAAM6ePcvfKImOjkZISAjmz58PIyMjfYZJCCFq0TjxTk1NxYABA4o96dZl80pqWkkI0bWiPluoTqdAL168QGxsLD8tMzMTU6dOxbNnz2BsbIzatWvj2LFj5XroR0JI6aHoK0OReK9Zswa1a9fmLzZGRETA0dER/v7++gyTEELUonHi/fXXX+O3337DjBkzdBGPkuJoXklNKwkhJZ06ifvWrVsFr6dPn47p06frKCJC1MMAzA2/D6lYDEORCFIRB0OOg5QTQSoSwVCc81sqEkMqFn2YJ+d13mlSUc50Ua7H3MobxhiyGEOGTIYMuRwZcjkyZXJkyD+8ln0oU/maIZMxZORaPjkzE431/abysXPnTqWketeuXXzLoR07dmDt2rWUeBNCSgWNE+9FixahR48eOHnyJLy8vJSGd1ixYoXWggOoeSUhhBBSWnl6euLrr79Geno60tPTkZaW9t/vtDQkpaUhPTX1w+sUpKalISs7u9D1SsRiGInFgmS+noUlqpiaFMO7Kh5vMjMR+uo1ZBz+S55lMmRkZ6Owy3AikQimxsYwMjLif4xNTGBhYpLz94dpit8ltZXfw4cPUb16df61kZGRoMVl06ZNMX78eH2ERgghGtM48V64cCFOnTrFP0Odt3M1bSttzSvlLAuMyQCIdPJ5EM0xxgAm+/B/IYQQUlyys7ORlpbGJ9y5k+60tDSkpaby5ekZGWol3VKxGIYfEm/F3XFDjsPj5CQEP3tWDO+q+FQwNISVVApOzIHjOIgAcADSC0m+5XI50tLTwRj77wfg/0auv+VyuaCD2ZIkISEBBgb/naq+evVKML0kx04IIXlpnHivWLECv/zyC5/06lppa16Z+PL8h784iMUG4EQGEIkMAM4AHCcGgwiAOOe1KKeM+zCNExkAite5p4lyfgunFe8z9rrG5DIwlv3hRwYmz/6QLGcLp8llQK55FPODyQDIwEEmmCaXZUMu/+9EztDSSm/vkRBCypuHDx9i165dsDM2FiTJUo6DpVgEO5E4pym5uRkMLS1y/hZ/KPvQrDz3a0kBzcwTs7LQoWJWMb9D3bKQSGCRp2Uh8F9z80y5nG8ynsk3K1fxOisTGenpyHzzBslyOd4qmpvL5XiXno4GjRujRYsWeniHBXN2dsa9e/cEHebmdvfu3Y/q94cQQvRB48RbKpWiZcuWuoilVHN0dMTcuXP5K/dJSUlISEhAQkICEhMT+b8TEhKQlpZWpG0ZGjvCzKYR5LJ0LUWvf+/jzhRpeY7jYGZmBktLS8GPhYUFLC0tYWpqCiMjI5iZmWkpYkI04+rqqvRoDiHlAQcgoEb1QucrqvyS1LKI43KekzcUiWBmoPGpnMDmx1Faikr7unXrhjlz5qB79+5KPZenpaVh3rx56N69u56iI4QQzWhcW0+cOBE//vgjfvjhB13EU2q9evUKK1euRHp6BjKzMgE17tRznAgisQQi0Ye72si5q80gBiAW3unOdQdcLDFHWvJjpCWE6/6NFROJkSMMje0/3KmWKd35zn03Gx/ufMvlWZDJsgHkNJdLSkpCUlISnj59qrR+kUgEiaEhHB0csGrVquJ+e4Tg3r17+g6BEEJKlZkzZ2Lfvn2oUaMGvvnmG1SvXh0cxyEiIgJr1qxBdnY2Zs6cqe8wCSFELRon3n///Tf++OMPHD16FLVr11a6g3Pw4EGtBVeaZGdnIzExEcYW1WFmZg6oaEaunER/fHNxA4klpMZOWnwH+iUSG0FkYKzxcjmPIsgFzdEhFybuikQ+M/U53r59p/3gSbljbW2tdh8Ob9++1XE0hBBSNlWsWBGXLl3C2LFjMWPGDP7xQ47j0LFjR6xbtw4VK1bUc5SEEKIejRNvKysrfPbZZ7qIpUyQmlSGgdRa59sRGRh/VKJa1uQkP2JwYjEAwwLnZbIMgCnfDSdEU9RqghBCioe7uztOnjyJt2/fIjIyEgBQtWpV2NjY6DkyQgjRjMaJ95YtW3QRByGElBq+vr76DoEQQsoVGxsbNG3aVN9hEFIkSRmZCLwfAWOxGCYiEYxFIpiIxTmvDcQf/jaAyYfXxmLxh78NIKbRktQmYwxpMhlSs2VIk2UjVSZDqkyGtOwPv2XZSFX8rZhXJkNiZiZ02SNJ0XrkIIQQwktLS0NWlrBXZQsLCz1FQwghpDzJyMhQ2c+Ntim2URzbAnJ6t5dKpcWyLV1q0qQJTExMkJycLPxJTMRLxd8pKfkOqyg1EMPEQFJg0m4iNoCxgRhmYnGBQw6WNukyGZKysyHiOD5hTpVl/5dcy+VIk8tzyrOzkZ7PZygWi2FmYgIzMzOYWdvAzNwcdubmOa8//Hh4eOjsfaiVeDds2BBnz56FtbU1GjRoUOCzjTdv3tRacIQQUtKlpKTg22+/xb59+/DmzRul6TIZjR9PCCFE954+fYopU6YU2/ZWrlxZLNsJCgrSaTJUXNzc3ODm5lbgPHK5HAkJCYiLi1P58y4hAer0VlTD3BwPkpK0EndpY2ZmhqoODnBQ8WNtbQ2xWKy32NRKvHv16sVfaerdu7cu4yGEkFJl+vTpOHfuHNatW4evvvoKa9euxbNnz/DTTz9h8eLF+g6PEEJIOeHs7IygoCB9h6F1ZWWs9sePH+Pu3btISUlBUlJSzu/ERCQnJfF3v1PS0vhOBHPjAJhIJLAzNoaxWJxzt1skytUcXdg83VgkQndHh+J/kzqSLpcjTXHH+8Ndbr7JuEyGVJn8v7vemZl4/OgR3ydEbhzHwcTICKampjl3uM3NYW5hIbjjXa1aNdSpU0cn70OtxHvu3LkYPnw4Vq9ejblz5+okEEIIKY2OHDmC7du3o23bthg+fDg++eQTVK1aFa6urti5cycGDx6s7xAJIYSUA1KptEzcGS6rbty4gV07d8LayEiQPNuKxXAxEMPE0gImNjYw5puNK5qRG0AqEkFEz3irjTGGjA9Nz9NUNE1PlcmQmpSItPfv8EomRwyTI00mx7v0dLTv0EG/iTcAbNu2DYsXL4a5ublOAiGEkNLo7du3cHd3B5DzPLdi+LBWrVph7Nix+gyNEEIIISWImdQQs2rW0HcYZR7HcTASi2EkFhc26JHA6shHugsKgNoDSatq9kAIIeVdlSpVEB0dDQDw9PTEvn37AOTcCbeystJfYIQQQgghpMRQO/EGUGCnaoQQUh4NGzYMd+7cAQAEBARg3bp1kEql8Pf3x7Rp0/QcHSGEEEIIKQk0Gk6sevXqhSbfimaWhBBSHvj7+/N/+/j4ICIiAtevX4eHhwfq1aunx8gI0T+RSAQGYPm/yp3ckJLhTXo66tONFUII0TmNEu958+bB0tJSV7GUCekp0RClv9R3GESFrIzXMNDgOQ9CPkblypVRuXJlfYdBSInQunVrxMXFISMjQ9+haE16ejpiYmLg6uoKIyMjfYejFZ07d9Z3CIQQUuZplHgPGDAA9vb2uoqlVLO3t4ermztevYoD5PqORjuYXI6s7CxIDCTgRBo9lVAiScRA02Yt9B0GKQN++OEHjBo1CkZGRvjhhx8KnNfPz6+YoiKk5JFKpRgyZIi+w9CqR48eYcqUKRgzZgz1IE0IIURtaife9Hx3wczMzLB61Up9h6FVipOLJYsX08kFIbmsXLkSgwcPhpGREVauzP97z3EcJd6EEEIIIUT9xJt6NSeEkBxRUVEq/yaEEEIIIUQVtRNvubyMtJ8mhBBCCCGEEEKKUel/cJcQQvSob9++WLx4sVL5smXL0K9fPz1ERAghhBBCShpKvAkhpAjOnz+P7t27K5V36dIFf/75px4iIoQQQgghJQ0l3oQQUgTJyckwNFQep04ikSAxMVEPERFCCCGEkJKGEm9CCCmCOnXqYO/evUrle/bsgaenpx4iIoQQQgghJY1G43gTQggRmj17Nj7//HM8evQI7dq1AwCcPXsWu3fvxm+//abn6AghhBBCSElQKu54r1u3Du7u7jAyMkKjRo1w4cKFAuc/f/48GjVqBCMjI1SpUgUbNmwopkgJIeXNp59+iuDgYERGRmLcuHGYMmUKnj59ijNnzqB3795a3x7Vh4QQUjSa1qPkPzt27EDv3r35nx07dug7JEJKjRKfeO/duxeTJk3Cd999h1u3buGTTz5B165dERsbq3L+qKgodOvWDZ988glu3bqFmTNnws/PDwcOHCjmyAkh5UX37t3x119/ISUlBa9fv8Yff/yBNm3aaH07VB8SQkjRaFqPkv/07t0b+/fvF5Tt379fJxeZCSmLSnzivWLFCnz99dcYMWIEatWqhVWrVsHFxQXr169XOf+GDRtQuXJlrFq1CrVq1cKIESMwfPhwLF++vJgjJ4SUJzdu3MCOHTuwc+dO3Lp1SyfboPqQEEKKRtN6lOTIm1ybmZkVOJ0QoqxEJ96ZmZm4ceMGOnXqJCjv1KkTLl26pHKZy5cvK83fuXNnXL9+HVlZWTqLlRBSPsXHx6Ndu3Zo0qQJ/Pz88M0336BRo0Zo3749Xr16pbXtUH1ICCFF8zH1KIGgOfm4ceMQHByMHTt2IDg4GOPGjVM5HyFEWYnuXO3169eQyWSoWLGioLxixYqIi4tTuUxcXJzK+bOzs/H69Ws4OjoqLZORkYGMjAz+dUkfAigjIwNPnz7V+XYU2yiObQGAs7MzpFJpsWyrrKB9Qf8mTJiAxMREhIWFoVatWgCA8PBw+Pr6ws/PD7t379bKdqg+VI2+AwQovv0AoH2hNNO0Hi1t9aGu5G5eruqixbp16/j5vvzyy2KNrTQxMDBAUkYmZoeF63Q7jDHIdboF/REB4DhOZ+tPy86Gp4Hu0uMSnXgr5P2AGWMFfuiq5ldVrrBo0SLMmzeviFEWn6dPn2LKlCnFtr2VK1cWy3aCgoLg4eFRLNsqK2hf0L+TJ0/izJkzfNINAJ6enli7dq3SCYo2UH0oRN8BAhT/fgDQvlCaqVuPlrb6UNfyNi9XMDY2RlpaWjFHU/p069YNHMdBJpPpdDtv3rzB8ePHdboNfenWrRtsbW11uo2OHTvqbN0lOvGuUKECxGKx0lXI+Ph4pauVCg4ODirnNzAwyPcfFRAQgMmTJ/OvExMT4eLiUsTodcfZ2RlBQUH6DkPrnJ2d9R1CqUP7gv7J5XJIJBKlcolEArlce9ecqT5Ujb4DBCi7+wFA+4I2aVqPlrb6UNeSk5NVllPSrR6pVFosz8JnZGSgffv2Ot+OPpT2FkAlOvE2NDREo0aNcPr0afTp04cvP336NHr16qVymRYtWuDIkSOCspCQEDRu3FjlyTGQ80UoTf9EqVRKV78JANoXSoJ27dph4sSJ2L17N5ycnAAAz549g7+/v1YPfFQfqkbfAQLQfkDUo2k9WtrqQ13p27cv39w8JCRE0JorJCREMB/RP6oPS64SnXgDwOTJkzFkyBA0btwYLVq0wMaNGxEbG4sxY8YAyLka+ezZM2zfvh0AMGbMGKxZswaTJ0/GyJEjcfnyZfz8889ae86SEEJyW7NmDXr16gU3Nze4uLiA4zjExMSgbt26Wu9ohupDQggpmsLqUaLsyy+/5BPvdevWYd26dSqbl9Pz3YQUrMQn3v3798ebN28wf/58vHjxAnXq1MHx48fh6uoKAHjx4oVg7EV3d3ccP34c/v7+WLt2LZycnPDDDz/g888/19dbIISUYS4uLrh58yZOnz6NiIgIMMZQu3ZtnTTzovqQEEKKprB6lKgWHBwsaCadN+kODg4u3oAIKYU4puhph/ASExNhaWmJhIQEWFhY6DscQkgJkLdeuHr1Kt6+fYuuXbvy82zbtg1z585FamoqevfujR9//LHUN1Ok+pAQkld5rRfK6/vObceOHYJezvv27Ut3ukm5pkm9UOLveOuD4lpEeR02ghCiTFEfKOqHwMBAtG3blk+8//nnH4wcORK+vr6oVasWli1bBicnJwQGBuorZK2g+pAQklfe+rC8oPoQ+PTTT/Hpp58Kysrz50GIJvUhJd4qJCUlAUC57rmSEKJaUlISLC0tcfv2bXz//fd8+Z49e9C0aVNs2rQJQE79MXfu3FKfeFN9SAjJj6I+LC+oPiSE5Eed+pASbxWcnJzw5MkTmJub63SQ9pJOMWzGkydPym2TKpKD9oWcK5lJSUl8z+Xv3r0TDD9z/vx5dOnShX/dpEkTPHnypNjj1DaqD3PQd4Ao0L6gXB+WF1Qf5qDvAFGgfUGz+pASbxVEIhGNm5mLhYVFuf0yEaHyvi/kvpJZsWJFREVFwcXFBZmZmbh58ybmzZvHT09KSsp3yK7ShOpDofL+HSD/Ke/7Qnm6061A9aFQef8OkP+U931B3fpQpOM4CCGkTOrSpQtmzJiBCxcuICAgACYmJvjkk0/46Xfv3qVxNAkhhBBCCAC6400IIR9lwYIF+Oyzz9CmTRuYmZlh27ZtMDQ05Kf/8ssv6NSpkx4jJIQQQgghJQUl3iRfUqkUc+fOLfXDIZGio31BmZ2dHS5cuICEhASYmZlBLBYLpv/2228wMzPTU3RE2+g7QBRoXyDlHX0HiALtC5qhcbwJIYQQQgghhBAdome8CSGEEEIIIYQQHaLEmxBCCCGEEEII0SFKvAkhhBBCCCGEEB2ixJsQQgghhBBCCNEhSrxLgaFDh4LjOKWfLl26qLV827ZtMWnSJN0GqQWlJc6SYOjQoejdu7fa83Mch+DgYJ3Foy2lJU6iP1QfkryoPiTlFdWHJC+qD0s2Gk6slOjSpQu2bNkiKNNm1/2MMchkMhgYFP8ukZWVBYlEUuzbJUL6/D9kZmYKxsAmpCBUHxJdo/qQlBZUHxJdo/pQe+iOdykhlUrh4OAg+LG2tkZoaCgMDQ1x4cIFft6goCBUqFABL168wNChQ3H+/HmsXr2avxIaHR2N0NBQcByHU6dOoXHjxpBKpbhw4QIyMjLg5+cHe3t7GBkZoVWrVrh27RoAQC6Xw9nZGRs2bBDEdvPmTXAch8ePHwMAEhISMGrUKNjb28PCwgLt2rXDnTt3+PkDAwNRv359/PLLL6hSpQqkUil8fX1VxkkK17ZtW/j5+WH69OmwsbGBg4MDAgMD+elubm4AgD59+oDjOP61qv8DYwyxsbHo1asXzMzMYGFhgS+++AIvX74EADx48AAcxyEiIkIQw4oVK+Dm5gbF6ITh4eHo1q0bzMzMULFiRQwZMgSvX78WxPzNN99g8uTJqFChAjp27JhvnITkRfUhyQ/Vh6S8ofqQ5IfqwxKIkRLP19eX9erVK9/p06ZNY66uruz9+/fs9u3bTCqVsoMHDzLGGHv//j1r0aIFGzlyJHvx4gV78eIFy87OZufOnWMAWN26dVlISAiLjIxkr1+/Zn5+fszJyYkdP36chYWFMV9fX2Ztbc3evHnDGGNsypQprFWrVoLtT5kyhbVo0YIxxphcLmctW7ZkPXv2ZNeuXWMPHz5kU6ZMYba2tvw65s6dy0xNTVnnzp3ZzZs32Z07d/KNk6iWe59o06YNs7CwYIGBgezhw4ds27ZtjOM4FhISwhhjLD4+ngFgW7ZsYS9evGDx8fGMMdX/B7lczho0aMBatWrFrl+/zq5cucIaNmzI2rRpw2+7UaNGbNasWYJ4GjVqxAICAhhjjD1//pxVqFCBBQQEsPv377ObN2+yjh07Mh8fH37+Nm3aMDMzMzZt2jQWERHB7t+/n2+chORG9SHJi+pDUl5RfUjyovqwZKPEuxTw9fVlYrGYmZqaCn7mz5/PGGMsIyODNWjQgH3xxResdu3abMSIEYLl27RpwyZOnCgoU1SswcHBfFlycjKTSCRs586dfFlmZiZzcnJiS5cuZYwxdvPmTcZxHIuOjmaMMSaTyVilSpXY2rVrGWOMnT17lllYWLD09HTB9jw8PNhPP/3EGMv5QkskEqUvjqo4iWp5K9a8B7smTZqwb7/9ln8NgB06dEgwj6r/Q0hICBOLxSw2NpYvCwsLYwDY33//zRhjbMWKFaxKlSr89AcPHjAALCwsjDHG2OzZs1mnTp0E23ry5AkDwB48eMDHXL9+faX3pSpOQnKj+pDkRfUhKa+oPiR5UX1YslFT81LCx8cHt2/fFvyMHz8eAGBoaIgdO3bgwIEDSEtLw6pVq9Reb+PGjfm/Hz16hKysLLRs2ZIvk0gkaNq0Ke7fvw8AaNCgAWrWrIndu3cDAM6fP4/4+Hh88cUXAIAbN24gOTkZtra2MDMz43+ioqLw6NEjfr2urq6ws7P76M+DCNWtW1fw2tHREfHx8YUul/f/cP/+fbi4uMDFxYUv8/T0hJWVFb8PDBgwADExMbhy5QoAYOfOnahfvz48PT0B5OwD586dE/z/a9asCQCCfSD3vkeIJqg+JAWh+pCUJ1QfkoJQfViyUOdqpYSpqSmqVq2a7/RLly4BAN6+fYu3b9/C1NRU7fUqsA/PX3AcJ5iHMSYoGzx4MHbt2oUZM2Zg165d6Ny5MypUqAAg5zkfR0dHhIaGKm3LyspK5XZJ0eXt9ILjOMjl8kKXy/t/yPu/VlXu6OgIHx8f7Nq1C82bN8fu3bsxevRofl65XI6ePXtiyZIlSutxdHTMd9uEqIvqQ1IQqg9JeUL1ISkI1YclC93xLgMePXoEf39/bNq0Cc2bN8dXX30l+FIZGhpCJpMVup6qVavC0NAQFy9e5MuysrJw/fp11KpViy8bNGgQ/vnnH9y4cQP79+/H4MGD+WkNGzZEXFwcDAwMULVqVcGPovLNj7pxEs1JJBK1PltPT0/ExsbiyZMnfFl4eDgSEhIE+8DgwYOxd+9eXL58GY8ePcKAAQP4aQ0bNkRYWBjc3NyU9oHCKlN14yQkP1QfksJQfUjKC6oPSWGoPixelHiXEhkZGYiLixP8vH79GjKZDEOGDEGnTp0wbNgwbNmyBffu3UNQUBC/rJubG65evYro6Gi8fv063ytdpqamGDt2LKZNm4aTJ08iPDwcI0eORGpqKr7++mt+Pnd3d3h7e+Prr79GdnY2evXqxU/r0KEDWrRogd69e+PUqVOIjo7GpUuXMGvWLFy/fr3A96hunERzbm5uOHv2LOLi4vDu3bt85+vQoQPq1q2LwYMH4+bNm/j777/x1VdfoU2bNoKmP5999hkSExMxduxY+Pj4oFKlSvy08ePH4+3btxg4cCD+/vtvPH78GCEhIRg+fHihlaa6cZLyjepDUhRUH5KyhOpDUhRUHxYvSrxLiZMnT8LR0VHw06pVK/zvf/9DdHQ0Nm7cCABwcHDA5s2bMWvWLNy+fRsAMHXqVIjFYnh6esLOzg6xsbH5bmfx4sX4/PPPMWTIEDRs2BCRkZE4deoUrK2tBfMNHjwYd+7cwWeffQZjY2O+nOM4HD9+HK1bt8bw4cNRvXp1DBgwANHR0ahYsWKB71GTOIlmgoKCcPr0abi4uKBBgwb5zsdxHIKDg2FtbY3WrVujQ4cOqFKlCvbu3SuYz8LCAj179sSdO3cEV7QBwMnJCX/99RdkMhk6d+6MOnXqYOLEibC0tIRIVHCVo26cpHyj+pAUBdWHpCyh+pAUBdWHxYtjigc3CCGEEEIIIYQQonV0x5sQQgghhBBCCNEhSrwJIYQQQgghhBAdosSbEEIIIYQQQgjRIUq8CSGEEEIIIYQQHaLEmxBCCCGEEEII0SFKvAkhhBBCCCGEEB2ixJsQQgghhBBCCNEhSrwJIYQQQgghhBAdosSbkGIQGBiI+vXr86+HDh2K3r176y0eQgjRF6oPCSEkB9WH5Qsl3qREGTp0KDiOA8dxkEgkqFKlCqZOnYqUlBR9h6ZVq1evxtatW/nXbdu2xaRJk/QWDyGk5KH6kBBCclB9SMoCA30HQEheXbp0wZYtW5CVlYULFy5gxIgRSElJwfr16zVaD2MMMpkMBgYlbze3tLTUdwiEkFKA6kNCCMlB9SEp7eiONylxpFIpHBwc4OLigkGDBmHw4MEIDg4GYwxLly5FlSpVYGxsjHr16mH//v38cqGhoeA4DqdOnULjxo0hlUpx4cIF3LlzBz4+PjA3N4eFhQUaNWqE69ev88sdOHAAtWvXhlQqhZubG4KCggTxuLm5YeHChRg+fDjMzc1RuXJlbNy4UTDPt99+i+rVq8PExARVqlTB7NmzkZWVle97zN2UaOjQoTh//jxWr17NX82NiopC1apVsXz5csFy9+7dg0gkwqNHjz724yWElCJUH1J9SAjJQfUh1YelHSXepMQzNjZGVlYWZs2ahS1btmD9+vUICwuDv78/vvzyS5w/f14w//Tp07Fo0SLcv38fdevWxeDBg+Hs7Ixr167hxo0bmDFjBiQSCQDgxo0b+OKLLzBgwAD8888/CAwMxOzZswXNfAAgKCgIjRs3xq1btzBu3DiMHTsWERER/HRzc3Ns3boV4eHhWL16NTZt2oSVK1eq9f5Wr16NFi1aYOTIkXjx4gVevHiBypUrY/jw4diyZYtg3l9++QWffPIJPDw8PuKTJISUdlQf/ofqQ0LKN6oP/0P1YSnBCClBfH19Wa9evfjXV69eZba2tqxv377MyMiIXbp0STD/119/zQYOHMgYY+zcuXMMAAsODhbMY25uzrZu3apye4MGDWIdO3YUlE2bNo15enryr11dXdmXX37Jv5bL5cze3p6tX78+3/exdOlS1qhRI/713LlzWb169fJ9n23atGETJ04UrOP58+dMLBazq1evMsYYy8zMZHZ2dvm+F0JI2UL14X+oPiSkfKP68D9UH5ZedMeblDhHjx6FmZkZjIyM0KJFC7Ru3RpTp05Feno6OnbsCDMzM/5n+/btSs1qGjduLHg9efJkjBgxAh06dMDixYsF89+/fx8tW7YUzN+yZUv8+++/kMlkfFndunX5vzmOg4ODA+Lj4/my/fv3o1WrVnBwcICZmRlmz56N2NjYIn0Ojo6O6N69O3755Rf+c0lPT0e/fv2KtF5C/t/enYfHdP1/AH/PTCaTPRGyConYY9/Fvq9V+74kSFXVTlPa2v0sKS2lpYqgtVVFuihFbS3qi5YWoaWJCImIiET2zJzfHzFTk5lEwixZ3q/nmUfuuefe85nJ5JjPnHPPpZKD/WEu9odExP4wF/vDkouJNxU7HTt2xOXLl3Hz5k1kZGQgLCxMs+/gwYO4fPmy5nH9+nWt63gAwNbWVmt74cKFuHbtGnr37o3jx4/Dz88PBw4cAJC7wIZEItGqL4TQiUk99UhNIpFApVIBAH777TcMGzYMPXv2xA8//IA//vgD77//PrKysl7+RXgmKCgIe/bsQXp6OkJDQzF06FDY2Ni88nmJqGRgf/gf9odEZRv7w/+wPyyZit9yflTm2draolq1alplfn5+UCgUiI6ORvv27Yt8zho1aqBGjRqYMWMGhg8fjtDQUPTv3x9+fn749ddfteqePXsWNWrUgEwmK9S5z5w5A29vb7z//vuasjt37hQpPktLS61vUNV69eoFW1tbbNiwAYcOHcLp06eLdF4iKtnYH/6H/SFR2cb+8D/sD0smJt5UItjb22P27NmYMWMGVCoV2rRpg+TkZJw9exZ2dnYICAjQe1x6ejreeecdDBo0CFWqVEFMTAwuXLiAgQMHAgBmzZqFZs2aYcmSJRg6dCjOnTuH9evX47PPPit0bNWqVUN0dDT27NmDZs2a4eDBg5pvTAvLx8cH58+fR1RUFOzs7ODs7AypVAqZTIbAwEDMnTsX1apVg7+/f5HOS0SlD/tD9odElIv9IfvDkoRTzanEWLJkCebPn4/ly5ejdu3a6N69O77//ntUqVIl32NkMhkePXqEMWPGoEaNGhgyZAh69uyJRYsWAQAaN26Mr7/+Gnv27EHdunUxf/58LF68GIGBgYWOq2/fvpgxYwYmT56Mhg0b4uzZs5g3b16Rntvs2bMhk8ng5+cHFxcXret/xo8fj6ysLIwbN65I5ySi0ov9IftDIsrF/pD9YUkhEfouWCCiYuPMmTPo0KEDYmJi4ObmZu5wiIjMhv0hEVEu9oclDxNvomIqMzMTd+/exYQJE+Dh4YGdO3eaOyQiIrNgf0hElIv9YcnFqeZExdTu3btRs2ZNPHnyBCEhIeYOh4jIbNgfEhHlYn9YcnHEm4iIiIiIiMiIOOJNREREREREZERMvImIiIiIiIiMiIk3ERERERERkREx8SYiIiIiIiIyIibeREREREREREbExJuIiIiIiIjIiJh4ExERERERERkRE28iIiIiIiIiI2LiTURERERERGRETLyJiIiIiIiIjIiJNxEREREREZERMfEmIiIiIiIiMiIm3kRERERERERGxMSbiIiIiIiIyIjKfOK9bds2SCQSvY/Zs2cXeOzJkychkUhw8uRJ0wSbh4+PDwIDA83StkQiwcKFCw12vsDAQPj4+BjsfEW1cOFCSCQSs7SZkJBg1HYCAwO13tcKhQI1a9bEggULkJGRYdS2ixP133pUVJSmTN/7btmyZQgPDzdpbCVZ3j7UwsICXl5eGDt2LO7du2fw9tLS0rBw4cKX7nejoqLQu3dvODs7QyKRYPr06QaNr6xjv2Za7NeIiEoOC3MHUFyEhoaiVq1aWmWenp4FHtO4cWOcO3cOfn5+xgytWDp37hy8vLzMHYbBBAUFoUePHuYOw2isra1x/PhxAMDjx4+xe/duLF68GDdu3MDevXvNHJ35zJs3D9OmTdMqW7ZsGQYNGoR+/fqZJ6gSSt2Hpqen4/Tp01i+fDlOnTqFv/76C7a2tgZrJy0tDYsWLQIAdOjQocjHz5gxA+fPn8fWrVvh7u4ODw8Pg8VGpsV+TT/2a0RExRMT72fq1q2Lpk2bFqpudnY2JBIJHBwc0LJlSyNHVjwV5nmnp6fDysrK5CPJL8PLy6tUfZGQl1Qq1fqd9ezZE1FRUfj666/x0UcfoWLFii99biEEMjIyYG1tbYhQTapq1armDqHUeL4P7dixI5RKJZYsWYLw8HCMHDnSzNH95+rVq2jevPkLExB1P29hwf8miyv2a/qxXyMiKp7K/FTzF1FPJ//yyy8xa9YsVKxYEQqFArdu3cp3qvnFixfx+uuvw9nZGVZWVmjUqBG+/vprrTrq6WEnTpzAW2+9hQoVKqB8+fIYMGAA7t+/r1U3OzsbwcHBcHd3h42NDdq0aYP//e9/OrGmpaVh9uzZqFKlCqysrODs7IymTZti9+7dRXrOSUlJmDVrFnx9faFQKODq6opevXrhxo0bmjp5p5qrn8+RI0cwbtw4uLi4wMbGBpmZmQCAXbt2wd/fH3Z2drCzs0PDhg2xZcuWAuMQQuCzzz5Dw4YNYW1tjXLlymHQoEH4999/i/R8CvO65J1qXtAlCM+Pshkixrt372LAgAFwcHCAo6MjRo0ahYcPH2r2jx8/Hs7OzkhLS9M5tlOnTqhTp06RXg819QfWO3fuAACSk5M1r5OlpSUqVqyI6dOnIzU1Ves4iUSCyZMnY+PGjahduzYUCgW2b98OANiwYQMaNGgAOzs72Nvbo1atWnjvvfe0jr969Sr69u2LcuXKwcrKCg0bNtQcr6b+29q9ezfef/99eHp6wsHBAV26dMHNmze16h49ehR9+/aFl5cXrKysUK1aNbz55puFmuqad0qmRCJBamoqtm/frvX7joqKgoWFBZYvX65zjtOnT0MikWDfvn0vbK8syfv+ysjIwNy5c7XeX2+//TaSkpK0jjt+/Dg6dOiA8uXLw9raGpUrV8bAgQORlpaGqKgouLi4AAAWLVqk+R0V5pIb9Xvq1q1bOHTokObYqKioAvt5ADh27Bg6d+4MBwcH2NjYoHXr1vj555912jh48CAaNmwIhUKBKlWqYNWqVTp9S1RUFCQSCbZt26ZzvL5LeP755x+MGDECrq6uUCgUqF27Nj799FO9z60wfy8AcPjwYXTu3BmOjo6wsbFB7dq1Ne/tL7/8EhKJBOfOndM5bvHixZDL5Tr/R+nDfo39GhERaeNX+c8olUrk5ORolT0/0jF37lz4+/tj48aNkEqlcHV1RVxcnM55Tpw4gR49eqBFixbYuHEjHB0dsWfPHgwdOhRpaWk6HxCDgoLQu3dv7Nq1C3fv3sU777yDUaNGaabPAcAbb7yBHTt2YPbs2ejatSuuXr2KAQMGICUlRetcM2fOxJdffomlS5eiUaNGSE1NxdWrV/Ho0aNCvw4pKSlo06YNoqKi8O6776JFixZ4+vQpTp8+jdjYWJ3p+HmNGzcOvXv3xpdffonU1FTI5XLMnz8fS5YswYABAzBr1iw4Ojri6tWrmg9G+XnzzTexbds2TJ06FStXrkRiYiIWL16MVq1a4cqVK3BzcyvUc3qZ16V37946HzzPnTuHmTNnan0gNESM/fv3x5AhQzBx4kRcu3YN8+bNw/Xr13H+/HnI5XJMmzYNW7duxa5duxAUFKQ57vr16zhx4oTOh/DCUicVLi4uSEtLQ/v27RETE4P33nsP9evXx7Vr1zB//nz89ddfOHbsmFbyEB4ejl9++QXz58+Hu7s7XF1dsWfPHkyaNAlTpkzBqlWrIJVKcevWLVy/fl1z3M2bN9GqVSu4urrik08+Qfny5fHVV18hMDAQDx48QHBwsFaM7733Hlq3bo3NmzcjOTkZ7777Lvr06YOIiAjIZDIAwO3bt+Hv74+goCA4OjoiKioKH330Edq0aYO//voLcrm80K/JuXPn0KlTJ3Ts2BHz5s0DADg4OMDHxwevv/46Nm7ciODgYE3bALB+/Xp4enqif//+Rf8llGLPv7+EEOjXrx9+/vlnzJ07F23btsWff/6JBQsW4Ny5czh37hwUCoXm+uu2bdti69atcHJywr1793D48GFkZWXBw8MDhw8fRo8ePTB+/HjN34M6GS+I+tKg/v37o2rVqli1ahUAwMPDQ3N9rL5+/quvvsKYMWPQt29fbN++HXK5HJ9//jm6d++On376CZ07dwYA/Pzzz+jbty/8/f2xZ88eKJVKhISE4MGDBy/9Gl6/fh2tWrVC5cqVsXr1ari7u+Onn37C1KlTkZCQgAULFmjVL8zfy5YtW/DGG2+gffv22LhxI1xdXfH333/j6tWrAIChQ4ciODgYn376Kfz9/TXnzsnJweeff47+/fu/8DIsgP0a+zUiItIhyrjQ0FABQO8jOztbnDhxQgAQ7dq10zlWve/EiROaslq1aolGjRqJ7Oxsrbqvvfaa8PDwEEqlUqvdSZMmadULCQkRAERsbKwQQoiIiAgBQMyYMUOr3s6dOwUAERAQoCmrW7eu6Nev36u8HGLx4sUCgDh69GiB9QCIBQsWaLbVz2fMmDFa9f79918hk8nEyJEjCzxfQECA8Pb21myfO3dOABCrV6/Wqnf37l1hbW0tgoODC/eEROFelwULFoiC/hxu3LghypcvLzp27CgyMzMNEqO6zfx+t1999ZWmrH379qJhw4Za9d566y3h4OAgUlJSCmwnICBA2NraiuzsbJGdnS0ePnwo1q5dKyQSiWjWrJkQQojly5cLqVQqLly4oHXsN998IwCIH3/8UVMGQDg6OorExEStupMnTxZOTk4FxjJs2DChUChEdHS0VnnPnj2FjY2NSEpKEkL897fVq1cvrXpff/21ACDOnTun9/wqlUpkZ2eLO3fuCADi22+/1exTv0cjIyO1Xpvn33dCCGFra6v1d6WmjunAgQOasnv37gkLCwuxaNGiAp93aaZ+XX/77TeRnZ0tUlJSxA8//CBcXFyEvb29iIuLE4cPHxYAREhIiNaxe/fuFQDEpk2bhBD/vd8uX76cb3sPHz7U6X+KwtvbW/Tu3VurLL9+PjU1VTg7O4s+ffpolSuVStGgQQPRvHlzTVmLFi2Ep6enSE9P15QlJycLZ2dnrb4lMjJSABChoaE6seV9Xt27dxdeXl7iyZMnWvUmT54srKysNH+Dhf17SUlJEQ4ODqJNmzZCpVLl9xKJBQsWCEtLS/HgwQNNmfp3derUqXyPUx/Lfi0X+zUiInoep5o/s2PHDly4cEHr8fyI98CBA194jlu3buHGjRua6xlzcnI0j169eiE2NlZnOtnrr7+utV2/fn0A/02TO3HiBADoXCM5ZMgQnWsPmzdvjkOHDmHOnDk4efIk0tPTC/PUtRw6dAg1atRAly5dinwsoPs6HT16FEqlEm+//XaRzvPDDz9AIpFg1KhRWq+ju7s7GjRoUKQVjV/1dYmLi0OPHj3g4eGBAwcOwNLS0qAx5ve7Vf/uAWDatGm4fPkyzpw5AyB3+uSXX36JgIAA2NnZvbAN9ewDuVwOFxcXTJ8+HT179sSBAwc0z6Vu3bpo2LCh1nPp3r273sspOnXqhHLlymmVNW/eHElJSRg+fDi+/fZbvVMijx8/js6dO6NSpUpa5YGBgUhLS9OZZfCivw8AiI+Px8SJE1GpUiVYWFhALpfD29sbABAREfHC16awOnTogAYNGmiNxG3cuBESiQQTJkwwWDslVcuWLSGXy2Fvb4/XXnsN7u7uOHToENzc3DQzePLO+Bk8eDBsbW0107YbNmwIS0tLTJgwAdu3by/yZSWvKm//dfbsWSQmJiIgIEDr70KlUqFHjx64cOECUlNTkZqaigsXLmDAgAGwsrLSHG9vb48+ffq8VCwZGRn4+eef0b9/f9jY2Oj8f5KRkYHffvtN65gX/b2cPXsWycnJmDRpUoFrb7z11lsAgC+++EJTtn79etSrVw/t2rUrVPzs19ivERGRNk41f6Z27doFLq5WmJVv1VMKZ8+ene+tyPL+p12+fHmtbYVCAQCa5FA9Hdrd3V2rnoWFhc6xn3zyCby8vLB3716sXLkSVlZW6N69Oz788ENUr179hfEDwMOHD1G5cuVC1dUn7+ukvqavqAuXPXjwAEKIfKdq+/r6Fvpcr/K6pKSkoFevXsjOzsahQ4fg6Oho8Bjz+90+PxW+b9++8PHxwaefforWrVtj27ZtSE1NLfQXGtbW1jh9+jSA3PeYt7c3HBwctJ7LrVu38p2+mPd9q+/vYfTo0cjJycEXX3yBgQMHQqVSoVmzZli6dCm6du0KIPf9rO9Y9dTVvNP/X/T3oVKp0K1bN9y/fx/z5s1DvXr1YGtrC5VKhZYtW77Ul08FmTp1KoKCgnDz5k34+vriiy++wKBBg3R+h2XRjh07ULt2bVhYWMDNzU3r9/zo0SNYWFjoTAmXSCRwd3fX/N6rVq2KY8eOISQkBG+//TZSU1Ph6+uLqVOn6qzSbAx535vqPn3QoEH5HpOYmAiJRAKVSqX3ffCy741Hjx4hJycH69atw7p16/TWKer/J4Xtj93c3DB06FB8/vnnmDNnDq5du4ZffvkFn3/+eaHjZ7/Gfo2IiLQx8S6kwqzMXaFCBQC51wkOGDBAb52aNWsWqV31f9BxcXFaK7Tm5OTo/Gdua2uLRYsWYdGiRXjw4IFmlLdPnz5aC6MVxMXFBTExMUWK8Xl5Xyf1B+2YmBid0YCCVKhQARKJBL/88ovmQ8nz9JXl52Vfl+zsbAwcOBC3b9/GL7/8ovNh1VAx5ve7ff7DmVQqxdtvv4333nsPq1evxmeffYbOnTsX+v0klUoL/GKpQoUKsLa2xtatW/Pd/7z8/h7Gjh2LsWPHIjU1FadPn8aCBQvw2muv4e+//4a3tzfKly+P2NhYnePUizXlbedFrl69iitXrmDbtm0ICAjQlKuv8zS0ESNG4N1338Wnn36Kli1bIi4ursizOUqrgr68LF++PHJycvDw4UOt5FsIgbi4ODRr1kxT1rZtW7Rt2xZKpRIXL17EunXrMH36dLi5uWHYsGFGfQ5539fq9+O6devyvZODm5ubZgV0fet+5C1Tj4irF55Uy9uflytXDjKZDKNHj873PValSpUCno2u5/vjF5k2bRq+/PJLfPvttzh8+DCcnJyKtDo9+zX2a0REpI2JtwHVrFkT1atXx5UrV7Bs2TKDnFO9gvbOnTvRpEkTTfnXX3+tsxjc89zc3BAYGIgrV65gzZo1SEtLg42NzQvb69mzJ+bPn4/jx4+jU6dOrxx/t27dIJPJsGHDBq2Fel7ktddew4oVK3Dv3j0MGTLkleNQK8rrMn78eJw8eRKHDh3STAU0Roz5/W7z3qM4KCgICxcuxMiRI3Hz5k2sXLnypdvM67XXXsOyZctQvnz5In+Y18fW1hY9e/ZEVlYW+vXrh2vXrsHb2xudO3fGgQMHcP/+fa0Fmnbs2AEbG5si355P/UE575ccRRmZy0uhUOQ7omRlZYUJEyZg/fr1OHv2LBo2bIjWrVu/dFtlRefOnRESEoKvvvoKM2bM0JTv378fqampmgXKnieTydCiRQvUqlULO3fuxO+//45hw4bpjA4aU+vWreHk5ITr169j8uTJ+daztLRE8+bNERYWhg8//FCTXKekpOD777/Xquvm5gYrKyv8+eefWuXffvut1raNjQ06duyIP/74A/Xr19dc4vIqWrVqBUdHR2zcuBHDhg0r8AvlJk2aoFWrVli5ciWuXr2KCRMmFOl+7OzX2K8REZE2Jt4G9vnnn6Nnz57o3r07AgMDUbFiRSQmJiIiIgK///57kW/NUbt2bYwaNQpr1qyBXC5Hly5dcPXqVaxatUprSh0AtGjRAq+99hrq16+PcuXKISIiAl9++SX8/f0LlXQDwPTp07F371707dsXc+bMQfPmzZGeno5Tp07htddeQ8eOHYsUv4+PD9577z0sWbIE6enpGD58OBwdHXH9+nUkJCRg0aJFeo9r3bo1JkyYgLFjx+LixYto164dbG1tERsbi19//RX16tXTXIf4Ii/zunz44Yf48ssvMWXKFNja2mpdS+ng4AA/Pz+DxRgWFgYLCwt07dpVs/pvgwYNdJJ5JycnjBkzBhs2bIC3t/dLXzuqz/Tp07F//360a9cOM2bMQP369aFSqRAdHY0jR45g1qxZaNGiRYHneOONN2BtbY3WrVvDw8MDcXFxWL58ORwdHTUjmgsWLMAPP/yAjh07Yv78+XB2dsbOnTtx8OBBhISEaE3lL4xatWqhatWqmDNnDoQQcHZ2xvfff4+jR4++9GtRr149nDx5Et9//z08PDxgb2+vNQI3adIkhISE4NKlS9i8efNLt1OWdO3aFd27d8e7776L5ORktG7dWrOqeaNGjTB69GgAudeWHj9+HL1790blypWRkZGhGa1Urzthb28Pb29vfPvtt+jcuTOcnZ1RoUIFrdsnGYqdnR3WrVuHgIAAJCYmYtCgQXB1dcXDhw9x5coVPHz4EBs2bAAALFmyBD169EDXrl0xa9YsKJVKrFy5Era2tkhMTNScU70uxNatW1G1alU0aNAA//vf/7Br1y6d9teuXYs2bdqgbdu2eOutt+Dj44OUlBTcunUL33//vdbdLwr7fFavXo2goCB06dIFb7zxBtzc3HDr1i1cuXIF69ev16o/bdo0DB06FBKJBJMmTSpSW+zX2K8REVEeZl3arRhQrwiad9VTNfWKn/v27ct33/OrmgshxJUrV8SQIUOEq6urkMvlwt3dXXTq1Els3Ljxhe3qO2dmZqaYNWuWcHV1FVZWVqJly5bi3LlzwtvbW2uV0jlz5oimTZuKcuXKCYVCIXx9fcWMGTNEQkJCkV6Tx48fi2nTponKlSsLuVwuXF1dRe/evcWNGzc0dZDPqub5vY47duwQzZo1E1ZWVsLOzk40atRIa1VffauwCiHE1q1bRYsWLYStra2wtrYWVatWFWPGjBEXL14s9PMpzOuSd1XzgICAfFe7b9++vUFiVLd56dIl0adPH2FnZyfs7e3F8OHDtVYTft7JkycFALFixYpCP3/16r8v8vTpU/HBBx+ImjVrCktLS+Ho6Cjq1asnZsyYIeLi4jT1AIi3335b5/jt27eLjh07Cjc3N2FpaSk8PT3FkCFDxJ9//qlV76+//hJ9+vQRjo6OwtLSUjRo0EBnhef8/u70rQh9/fp10bVrV2Fvby/KlSsnBg8eLKKjo/N9j75o9d/Lly+L1q1bCxsbG72/byGE6NChg3B2dhZpaWn6X8wy5EV/+2rp6eni3XffFd7e3kIulwsPDw/x1ltvicePH2vqnDt3TvTv3194e3sLhUIhypcvL9q3by++++47rXMdO3ZMNGrUSCgUCp27O7xIQaua6+vnhRDi1KlTonfv3sLZ2VnI5XJRsWJF0bt3b5363333nahfv76wtLQUlStXFitWrNB7x4QnT56IoKAg4ebmJmxtbUWfPn1EVFSU3tXaIyMjxbhx40TFihWFXC4XLi4uolWrVmLp0qUvjD+/FdR//PFH0b59e2FraytsbGyEn5+fWLlypc7zzszMFAqFQvTo0UPv66IP+zX2a0REpJ9ECCGMmtkTkcHMmjULGzZswN27d3UW6CHTiI+Ph7e3N6ZMmYKQkBBzh0PF3MKFC7Fo0SKUxP9qv//+e7z++us4ePAgevXqZbR22K+ZH/s1IiLj41RzohLgt99+w99//43PPvsMb775Jj+cmkFMTAz+/fdffPjhh5BKpSZZZZvIHK5fv447d+5g1qxZaNiwIXr27GmUdtivmR/7NSIi02HiXUYIIaBUKgusI5PJCrV6e3FRGp9TftTXo7/22mtYunSpucMpkzZv3ozFixfDx8cHO3fu1FqxmcyvoMUmgdwVsKVSqYmiKdkmTZqEM2fOoHHjxti+fbvR+lD2a+bHfo2IyHQ41byMOHny5AsXRgsNDUVgYKBpAjKAbdu2YezYsQXWOXHihM4qukRUukRFRb1w1eoFCxZg4cKFpgmIiIiIKA8m3mVESkoKbt68WWCdKlWqlKipfo8ePUJkZGSBdWrWrAl7e3sTRURE5pCVlaVze668PD09tW71RERERGRKTLyJiIiIiIiIjIgXvBEREREREREZERdX00OlUuH+/fuwt7cvFQtzEdGrE0IgJSUFnp6eZWqRLvaHRJRXWe0PiYheBRNvPe7fv49KlSqZOwwiKobu3r0LLy8vc4dhMuwPiSg/Za0/JCJ6FUy89VAvxnX37l04ODiYORoiKg6Sk5NRqVKlMrdYH/tDIsqrrPaHRESvgom3HurplA4ODvygSURaytp0a/aHRJSfstYfEhG9ihJ5Yc7p06fRp08feHp6QiKRIDw8XGt/YGAgJBKJ1qNly5bmCZaIqBBe1K8JIbBw4UJ4enrC2toaHTp0wLVr11543v3798PPzw8KhQJ+fn44cOCAkZ4BEREREeWnRCbeqampaNCgAdavX59vnR49eiA2Nlbz+PHHH00YIRFR0byoXwsJCcFHH32E9evX48KFC3B3d0fXrl2RkpKS7znPnTuHoUOHYvTo0bhy5QpGjx6NIUOG4Pz588Z6GkRERESkR4m/j7dEIsGBAwfQr18/TVlgYCCSkpJ0RowKKzk5GY6Ojnjy5AmnVhIRANP2C3n7NSEEPD09MX36dLz77rsAgMzMTLi5uWHlypV488039Z5n6NChSE5OxqFDhzRlPXr0QLly5bB79+5CxcL+kIjyYr9ARFR0pfYa75MnT8LV1RVOTk5o3749/u///g+urq5662ZmZiIzM1OznZycbKowX0pmZiZiYmLMHYbBeXl5QaFQmDsMomInMjIScXFx6Natm6ZMoVCgffv2OHv2bL6J97lz5zBjxgytsu7du2PNmjX5tsX+sHhgf0hERFS6lMrEu2fPnhg8eDC8vb0RGRmJefPmoVOnTrh06ZLeDzLLly/HokWLzBDpy4mJicGsWbPMHYbBrV69GlWrVjV3GETFTlxcHADAzc1Nq9zNzQ137twp8Dh9x6jPpw/7w+KB/SEREVHpUioT76FDh2p+rlu3Lpo2bQpvb28cPHgQAwYM0Kk/d+5czJw5U7Otvk1GceXl5YXVq1cbvZ2YmBh8/PHHmDFjhknu08l7gRIVLO8KwkKIF64qXNRj2B/qx/6QiIiIXkWpTLzz8vDwgLe3N/755x+9+xUKRYma0qdQKEw6EuLl5cWRFyIzcnd3B5A7gu3h4aEpj4+P1xnRzntc3tHtFx3D/rBg7A+JiIjoZZTIVc2L6tGjR7h7967WB1YiopKiSpUqcHd3x9GjRzVlWVlZOHXqFFq1apXvcf7+/lrHAMCRI0cKPIaIiIiIDK9Ejng/ffoUt27d0mxHRkbi8uXLcHZ2hrOzMxYuXIiBAwfCw8MDUVFReO+991ChQgX079/fjFETEeWvoH6tcuXKmD59OpYtW4bq1aujevXqWLZsGWxsbDBixAjNMWPGjEHFihWxfPlyAMC0adPQrl07rFy5En379sW3336LY8eO4ddffzX58yMiIiIqy0pk4n3x4kV07NhRs62+HjEgIAAbNmzAX3/9hR07diApKQkeHh7o2LEj9u7dC3t7e3OFTFRi/f333wgODtZsh4SEoEaNGmaMqHQqqF/btm0bgoODkZ6ejkmTJuHx48do0aIFjhw5otWvRUdHQyr9byJTq1atsGfPHnzwwQeYN28eqlatir1796JFixame2JEREREVDIT7w4dOqCg24//9NNPJoyGqPRS30f6eeokPDw83LTBlHIv6tckEgkWLlyIhQsX5lvn5MmTOmWDBg3CoEGDDBAhEREREb2sMnGNNxEVXd6ku0uXLgXuJyIiIiIi/UrkiDcRGdfff/+t+XnVqlWoVq0aAGDy5Mm4desWZs+eranHaedERERERAXjiDcR6Xj+mm510q1v+/l6RERERESkHxNvIspX3unlau3atTNxJERE5hcXF4fBgwejX79+GDx4MOLi4swdEhERlRBMvIkoX8eOHdNbfvr0aRNHQkRkXv3798fEiRORnZ0NAMjOzsbEiRN5q1IiIioUJt5EpCMkJETz8/P3ls67/Xw9IqLSqn///pq7DtjY2GD8+PGwsbEBAAghmHwTEdELcXE1ItLx/IJp6oXU2rVrpzPSzYXViKi0i4uL0yTdmzZtgqurKwCgT58+iI+Px4QJEyCEQFxcHNzd3c0ZKhERFWNmG/HOyMgwV9NEVAh579OdN+nmfbyJqCyYMmUKgNyRbnXSrebq6gpra2utekRERPqYNPFWqVRYsmQJKlasCDs7O/z7778AgHnz5mHLli2mDIWICiE8PFwz4q02e/ZsJt1EVGaor+kePny43v2DBw/WqkdERKSPSRPvpUuXYtu2bQgJCYGlpaWmvF69eti8ebMpQyGiQujfvz9WrVqlVbZq1Spez0hEZYZcLgcA7N69W+/+ffv2adUjIiLSx6SJ944dO7Bp0yaMHDkSMplMU16/fn3cuHHDlKEQ0QtwMSEiImDdunUAgLS0NMTHx2vti4+PR3p6ulY9IiIifUy6uNq9e/dQrVo1nXKVSsUpWkTFCBcTIiLK5e7uDolEAiEEJkyYAGtrawwePBj79u3TJN0SiYR9IRERFcikI9516tTBL7/8olO+b98+NGrUyJShEFEBuJgQEdF/Dhw4AIlEAgBIT0/Hjh07tJLuAwcOmDM8IiIqAUw64r1gwQKMHj0a9+7dg0qlQlhYGG7evIkdO3bghx9+MGUoRFSAwiwmtGPHDs5UIaIy48CBA4iLi8OUKVOQnZ0NuVyOdevWcaSbiIgKxaSJd58+fbB3714sW7YMEokE8+fPR+PGjfH999+ja9eupgyFiAogl8uRnZ2N3bt3o0+fPjr7uZgQEZVF7u7umv6PiIioKEyaeANA9+7d0b17d1M3S0RFsG7dOkycOFGzmNDz0825mBARERERUdGY9BrvcePGYfv27TrlycnJGDdunClDIaICqBcTAoAJEyZg+PDhCAsLw/DhwzFhwgQAXEyIiIiIiKiwTJp4b9u2DZMmTcLUqVOhUqk05enp6XoTciIyHy4mRERERERkGCZNvAHg4MGDOHToELp3747Hjx+bunkiKoIDBw5g6dKlWmVLly5l0v2ckydPmjsEIjKRmJgYDBgwAP369cOAAQMQExNj7pCIiKiEMPk13n5+fvjtt98wcOBANGvWDN9//z2cnZ1NHQYRFcKAAQO0ZqcAwAcffACpVIqwsDAzRVW89OjRAxUrVsTYsWMREBCASpUqmTskIjKCfv36aW2rVCpMnjwZABAeHm76gIiIqEQx6Yi3etpq+fLlcezYMXTo0AEtW7bEd999Z8owiKgQnk+67e3tMXHiRNjb2wPI/cA5YMAAc4ZXbNy/fx/Tpk1DWFgYqlSpgu7du+Prr79GVlaWuUMjIgN5PumWy+UYPny41l0d8iblREREeZl0xFsI8V/DFhbYvHkz/Pz8MGnSJFOGQUQvEB8fr0m6N2/ejAoVKgDIHd1NSEhAUFAQVCqVzornZZGzszOmTp2KqVOn4vLly9i6dSvefvttvPXWWxg5ciTGjx+PBg0amDtMInpJz08n/+yzz+Dp6QkAGDp0KO7fv6/5DBMTEwMvLy+zxEhERMWfSRPvEydO6EwrnzlzJurXr48zZ86YMhSDU6lU2LdvH+Lj480disEkJycDAPbs2QMHBwczR2MYzZo1Q8uWLc0dRrE3depUALkj3eqkW61ChQqws7PD06dPMXXqVOzZs8ccIRZLDRs2xJw5c+Ds7IwVK1Zg69at+Oyzz+Dv74+NGzeiTp065g6RiIpI3R/K5XJN0q3m6ekJCwsL5OTkYOrUqbwEh4iI8mXSxLt9+/Z6y7t06YIuXbqYMhSDi4qKwu7duyFXOEEqNfml80YhhAoyC2tc+es2JBKTr8NncDnZabhw4SIT70LIzMwEAIwcOVLv/mHDhmHz5s2aemVddnY2vv32W2zduhVHjx5F06ZNsX79egwfPhyJiYl49913MXjwYFy/ft3coRJREaln/wwaNEjv/n79+uGbb77RWQ+DiIjoeUbPEGfOnIklS5bA1tYWM2fOLLDuRx99ZOxwjM62XFNYKMqZOwzSIy3pOiC4Am1hKBQKZGRkYOfOnejRo4fOfvUot0KhMHVoxc6UKVOwe/duAMCoUaMQEhKCunXravbb2tpixYoV8PHxMVOERPQqpFIpVCoVvvnmGwwdOlRnv3phNam05H9BTURExmP0xPuPP/5Adna25uf8qBdeIyLz++STTzBhwgSkpKQgISFBa7p5QkICnj59qqlX1l2/fh3r1q3DwIEDYWlpqbeOp6cnTpw4YeLIiMgQPvnkE0yePBnZ2dm4f/++1nTz+/fvIycnR1OPiIgoP0ZPvJ//sMkPnkQlg6urq2aUJygoCHZ2dhg2bBj27NmjSbqlUmmZX1gNAH7++ecX1rGwsMj3Upui8PHxwZ07d3TKJ02ahE8//VSn/OTJk+jYsaNOeUREBGrVqvXK8RCVBc8vmDZp0iRYWFigX79+CA8P1yTdeesRERHlZdZ5UcnJyQgPD8eNGzfMGQYR6REWFqaZOvn06VNs3rxZK+nmIkK5li9fjq1bt+qUb926FStXrjRoWxcuXEBsbKzmcfToUQDA4MGDCzzu5s2bWsdVr17doHERlXbP36c7JycH33zzjVbSzft4ExHRi5g08R4yZAjWr18PAEhPT0fTpk0xZMgQ1KtXD/v37zdlKERUCGFhYVi6dKlW2dKlS5l0P+fzzz/XO3pcp04dbNy40aBtubi4wN3dXfP44YcfULVq1ReOpru6umodJ5PJDBoXUVkQHh6O9evXa76QlEqlWL9+PZNuIiIqFJMuv3369Gm8//77AIADBw5ACIGkpCRs374dS5cuxcCBA00ZDhG9QP/+/SGE0Cr74IMPIJFIcODAATNFVbzExcXBw8NDp9zFxQWxsbFGazcrKwtfffUVZs6c+cI1Mho1aoSMjAz4+fnhgw8+0Dv9nIhezMvLi188EhHRSzHpiPeTJ0809/E+fPgwBg4cCBsbG/Tu3Rv//POPKUMhohd4Pum2sbHB+PHjYWNjAwAQQqB///7mDK/YqFSpEs6cOaNTfubMGZ17/hpSeHg4kpKSEBgYmG8dDw8PbNq0Cfv370dYWBhq1qyJzp074/Tp0/kek5mZieTkZK0HEREREb0ak454V6pUCefOnYOzszMOHz6suSXR48ePYWVlZcpQiKgAcXFxmqR706ZNmkXU+vTpg/j4eEyYMAFCCMTFxcHd3d2coZpdUFAQpk+fjuzsbHTq1AlA7oJrwcHBmDVrltHa3bJlC3r27Flgcl+zZk3UrFlTs+3v74+7d+9i1apVaNeund5jli9fjkWLFhk8XiIiIqKyzKSJ9/Tp0zFy5EjY2dnB29sbHTp0AJA7Bb1evXqmDIWICjBlyhQAuSPdeVcud3V1hbW1NdLT0zFlyhTs27fPHCEWG8HBwUhMTMSkSZOQlZUFALCyssK7776LuXPnGqXNO3fu4NixYy815bVly5b46quv8t0/d+5czJw5U7OdnJyMSpUqvVScRERERJTLpIn3pEmT0KJFC0RHR6Nr166aBUp8fX11FnAiIvPJzs4GAAwfPlzv/sGDB2PHjh2aemWZRCLBypUrMW/ePERERMDa2hrVq1eHQqEwWpuhoaFwdXVF7969i3zsH3/8ofeadDWFQmHU2IlKsr///hvBwcGa7ZCQENSoUcOMERERUUlh0sQbAJo0aYImTZpoleX98Ojg4IDLly/D19fXlKER0TNyuRzZ2dnYvXs3+vTpo7NfPcotl8tNHVqxZWdnh2bNmhm9HZVKhdDQUAQEBMDCQrsLnzt3Lu7du4cdO3YAANasWQMfHx/UqVNHsxjb/v37eRcJopfQr18/nTJ1Es6VzYmI6EXMeh/v/ORdRZmITGvdunUAgLS0NMTHx2vti4+PR3p6ula9siw1NRXz5s1Dq1atUK1aNfj6+mo9DO3YsWOIjo7GuHHjdPbFxsYiOjpas52VlYXZs2ejfv36aNu2LX799VccPHgQAwYMMHhcRKVZ3qS7S5cuBe4nIiLKy+Qj3kRU/Lm7u0MikUAIgQkTJsDa2hqDBw/Gvn37NEm3RCIp8wurAbmLq506dQqjR4+Gh4fHC2/t9aq6deuW75eT27Zt09oODg7WmhZLREX3999/a35etWoVqlWrBgCYPHkybt26hdmzZ2vqcdo5ERHlh4k3Eel14MABzS3F0tPTNdOXAfA+3s85dOgQDh48iNatW5s7lGIjIyMDGzduRNKTJ+YOxWDS0tIAAJ9v2qS5rV5J17lTJ7Rt29bcYRR7z395pU669W0HBwdzyjkREeWrRCbep0+fxocffohLly4hNjYWBw4c0JrmJYTAokWLsGnTJjx+/BgtWrTAp59+ijp16pgvaKIS6MCBA1xM6AXKlSsHZ2dnc4dRrERERODkyZOQW7lDIpWZOxyDEEIJqYU9IqOfQCJ5au5wXllOVhISHj5i4l0EeaeXq7Vr1w6nT582cTRERFTSFMvE+0VTNVNTU9GgQQOMHTsWAwcO1NkfEhKCjz76CNu2bUONGjWwdOlSdO3aFTdv3oS9vb2xwiYqdUaMGKEZ6VMLDg6GjY0Ndu3aZaaoipclS5Zg/vz52L59e6kZCTUUu/JNILPga1IcPU38A0CWucMoUY4dO4bJkyfrlDPpJiKiwiiRi6v17NkTS5cu1btAkBACa9aswfvvv48BAwagbt262L59O9LS0pgoEBXB80l3pUqV8N5772nu55yWloYRI0aYM7xiY/Xq1fjpp5/g5uaGevXqoXHjxloPIirZQkJCND/funVLa9/z28/XIyIiysssI95ZWVmIjIxE1apVdW6HA+ReM1mxYsWXOndkZCTi4uLQrVs3TZlCoUD79u1x9uxZvPnmmy8dN1FZkZSUpEm6d+zYAQcHBwBA8+bNkZycjDFjxiAtLQ1JSUlwcnIyY6Tmx9WMiUq35y+tUS+kpm96OS/BISKigpg08U5LS8OUKVOwfft2ALkrgPr6+mLq1Knw9PTEnDlzAABt2rR56Tbi4uIAAG5ublrlbm5uuHPnjt5jMjMzkZmZqdlOTk5+6faJSoN33nkHQO5ItzrpVnNwcICXlxdiYmLwzjvv4IsvvjBHiMXGggULzB0CERlZeHi41pdseZNuLqpGREQvYtKp5nPnzsWVK1dw8uRJWFlZacq7dOmCvXv3GrStvNeJCyHyvXZ8+fLlcHR01DzU02mJyqqUlBQAwOjRo/XuHzlypFa9si4pKQmbN2/G3LlzkZiYCAD4/fffce/ePTNHRkSGEh4erjOdPCQkhEk3EREViklHvMPDw7F37160bNlSKwn28/PD7du3DdKG+r7CcXFx8PDw0JTHx8frjIKrzZ07FzNnztRsJycnM/mmMs3e3h4ZGRn48ssv0bx5c539O3fu1NQr6/7880906dIFjo6OiIqKwhtvvAFnZ2ccOHAAd+7c0boNGxGVbDVq1GCiTUREL8WkI94PHz6Eq6urTnlqauoLVzIvrCpVqsDd3R1Hjx7VlGVlZeHUqVNo1aqV3mMUCgUcHBy0HkRl2YcffggAuHv3rs6lF8nJyYiJidGqV5bNnDkTgYGB+Oeff7Rm8vTs2ZOrHRMRERERABOPeDdr1gwHDx7ElClTAPw3HfyLL76Av79/oc/z9OlTrZVEIyMjcfnyZTg7O6Ny5cqYPn06li1bhurVq6N69epYtmwZbGxsuAozUSE5OTnBxsYGaWlpGDNmDLy8vDBy5Ejs3LlTk3Tb2NiU+YXVAODChQv4/PPPdcorVqyoWXOCiIiIiMo2kybey5cvR48ePXD9+nXk5ORg7dq1uHbtGs6dO4dTp04V+jwXL15Ex44dNdvqaeIBAQHYtm0bgoODkZ6ejkmTJuHx48do0aIFjhw5wmmxREWwa9cuzS3FYmJisHLlSs0+3sf7P1ZWVnoXZLx58yZcXFzMEBERERERFTcmnWreqlUrnDlzBmlpaahatSqOHDkCNzc3nDt3Dk2aNCn0eTp06AAhhM5j27ZtAHJH0hcuXIjY2FhkZGTg1KlTqFu3rpGeFVHptWvXLqxatUqrbNWqVUy6n9O3b18sXrwY2dnZAHL7n+joaMyZMwcDBw40c3REZEj379/HwIED0a9fPwwcOBD37983d0hERFRCmPw+3vXq1dPcTqw0EkJp7hBIj9wvZ1TmDqPEGTBgAFQq7ddt9uzZkEqlCAsLM1NUxcuqVavQq1cvuLq6Ij09He3bt0dcXBz8/f3xf//3f+YOj4gM5PnbiQGAUqnEpEmTAPB2YkRE9GJGT7yLck/s0rCo2ZMHJyCVWsBCbgWJ1AoClpDIFJBKrSCVKSCVWWltS6SWBltYrqwRQgWVMhNClQmVMuPZIxNClaEpl4gsqFQZyMnOgBAqWDo6mTvsEuP5pNve3l5zjXdKSgpUKhUGDBjA5Bu5/davv/6K48eP4/fff4dKpULjxo3RpUsXc4dmdmlPrkMms8nt52SWkErlkEgtIZVa5pax/zMKIQQglFCpsiFUWRCqLKhUWRDKZ/+qspCd8RBwdDR3qCXG80m3QqHA0KFDsXfvXmRmZmr2M/kmIqKCGD3xdnJyeuEHK/U9tpXKkjtaXLFiRSxevBhJSUlISkrCkydPND8nPk5C0uN4pKQ8QU5OjtZxEokUFnIrSKVWEBJLSKSKZwn5f4n689sSiUmvDjA5ocqBSpkJlTp5VmZA9VxiDZEFiEyocjKRk5Ohc7yVlRUcHBzh5OQEZ2cPODk5wdExd9vJyQnly5c3w7MqeeLj4zVJ9+bNm1GhQgUAQI8ePZCQkICgoCCoVCrEx8frvVNBWdSpUyd06tTJ3GEUC/b29qhZqxaSk1OQ+jQRqcmpUCpz9NaVWVhC9uxLSAELQCL/LzGX/ZekP5+s5/4sM/GzMj0hBMSz5FmdMP/3czZUyv/KgGxA5NbNycmEUOn//9TKyhq2trZwLVcO1atXM+0TKqGen06+ceNGzW1LBwwYgLi4OEycOFFTz9PT0ywxEhFR8Wf0xPvEiRPGbqJYUCgUqF+/foF1hBBIT0/Xm5yrf05IeISYmGikZ+gmlQAgs1DA0toD1g51cxPRUkBAiacJ5yFENlTKbL11HB2d4FXZC87O5bQS6ed/dnBwgEKhMHH0pdPUqVMB5CZQ6qRbrUKFCrCzs8PTp08xdepU7NmzxxwhFhuLFy8ucP/8+fNNFEnxUa1aNaxcsUKzLYRAVlYWUlJS8PTpU6SkpCA1NVWzrX6kpKQgOTkZDx8m4OHDO1DlkzwCgFQqg1SmgMKmMhR21UpNf6hSZSI18XcAOVDmZBZY19bWFq5ubnAu5wF7e3vY2dnB3t4etra2erdtbW0hk5X+LywMTX0nFoVCoUm61dzd3WFpaYmsrCxMmTIF+/fvN0eIRERUAhg98W7fvr2xmyj2MjMztZLrvP8mJj7G42fbaalPdY6XyeSQWVgDUksACkgsHJD+9F+kP7lu+idjJDK5IyzkjpAgCyplBnKy07WuyX7yJAkpKcmwt3eAo6MjnJ3LoVy5/5LwvP86ODjAwsLkSxiUGurpkyNHjtS7f9iwYdi8ebOmXll24MABre3s7GxERkbCwsICVatWLZOJN5B7/Wt+ybVusp2iKU9LS9VZV0DNwkI9I0gOATkkEjkkFnalsD90gszCCTL5f6PYypxMqFTaswZSU1MR+e+/uKdQwNbGDvb2dnBwsNdKuu3s7DSPvNtWVlac6l8I6tl4Q4cO1bt/4MCB2L17d4metUdERMZn0swkNDQUdnZ2GDx4sFb5vn37kJaWhoCAAFOGY1BJSUk4dOjQf9PLEx/nJtfJT5ClJzmxkFtBKrMCJJaARAGpzAZSeTnYOT+bUv5sirlUaqV3SqUqJx0K69IzpU0qs4LUwlqznbsYWk7uVHPls6nmqgxkKTMRn5iBuISHkIh7EKpMKHMyoFRm6ZzTxtYOjo6OKOfkBGfncnBycoKbmxv69OljyqdWIikUCmRkZGDnzp3o0aOHzn71KDdnGAB//PGHTllycjICAwPRv39/M0RkfleuXMGCBQv07lNfXpN7ffezBFpqCYnUHlKL8rB2kuuZVm4JiVSeb5JY2vtDNSGUz12nna01/TxDmYX0xCzEJTwBRAIkeJawK7PyHTmvUsUXH3/8kbGfToknk8mgVCqxd+9eDBgwQGe/epSbswmIiKggJk28V6xYgY0bN+qUu7q6YsKECSU68U5MTMTevXshVzhCIs1dTEgqKwe5jQcs7f67VlsqU3/gfLVrtaUW1no/mJUWEokEEokckMohk7/4/utCpdR7XfjjlEwkJiXjVuRDKLNTYGerYOJdCJ988gkmTJiAlJQUJCQkaE03T0hIwNOnTzX1SJeDgwMWL16M1157DaNHjzZ3OCanHrG2c24Cmdz+uSRaDkhkBh9lLe39oZpEIoPEwhpSFO256rtWPD35H2Rn67/unrStW7cOkyZNQmZmJuLi4rSmm8fFxSErK0tTj4iIKD8mTbzv3LmDKlWq6JR7e3sjOjralKEYjW25ZrBQlDN3GGWORCqDTGoLmYVtvnXSkq5DiBgTRlVyubq6QiqVQqVSISgoCHZ2dhg2bBj27NmjSbqlUikXViuA+nKSskxu7Q6ZhY25wyjzJBIJJDJLQGYJ9ZhsVnosAN2ZQqTr+QXTJk6cCEtLSwwcOBD79+/XJN156xEREeVl0sTb1dUVf/75J3x8fLTKr1y5wtWmiYqZsLAwzS3Fnj59is2bN2v28T7e/8k76i+EQGxsLL788ku90/SJqOQJDw/X3FIsKysLu3fv1tlPRERUEJMm3sOGDcPUqVNhb2+Pdu3aAQBOnTqFadOmYdiwYaYMhYgKISwsDDdu3MCcOXM0ZStWrECtWrXMGFXx8vHHH2ttS6VSuLi4ICAgAHPnzjVTVERkaOHh4bh//z6mTJkCpVIJmUyGdevWcaSbiIgKxaSJ99KlS3Hnzh107txZs+K0SqXCmDFjsGzZMlOGQkSFMGjQIJ17z8+ZMwcWFhb45ptvzBRV8RIZGWnuEIjIRDw9PXnLMCIieimvtsJXEainX4aGhuLmzZvYuXMnwsLCcPv2bWzduhWWlpamCoWICuH5pLtcuXKYOnUqypXLXb8gJycHgwYNMmd4REREREQlhslGvIUQqF69Oq5du4bq1aujevXqpmqaiIooISFBk3Rv3boVzs7OAIBOnTohMTER48aNQ05Ojs6K52VR//79C71KN6+LJyIiIiqbTDbiLZVKUb16dTx69MhUTRLRS5o2bRqA3JFuddKt5uzsDCcnJ616ZZmjoyN+/vlnXLx4UVN26dIlHD9+HA4ODnB0dNQ8iIiIiKhsMlniDQAhISF45513cPXqVVM2S0RFlJGRAQD53oN6xIgRWvXKMjc3NwwZMgSRkZEICwtDWFgY/v33XwwdOhQuLi4IDQ3VPF7VwoULn93j/r/H8/cU1ufUqVNo0qQJrKys4Ovri40bN75yHERERERUNCZdXG3UqFFIS0tDgwYNYGlpCWtra639iYmJpgyHiPJhZWWF1NRUfPnll+jUqZPO/l27dmnqlXVbt27Fr7/+CplMpimTyWSYOXMmWrVqhQ8//NCg7dWpUwfHjh3Tais/kZGR6NWrF9544w189dVXOHPmDCZNmgQXFxcMHDjQoHERERERUf5MmnivWbPGlM0R0Utau3YtgoKC8PjxYyQmJmpNN09MTERSUpKmXlmXk5ODiIgI1KxZU6s8IiICKpXK4O1ZWFi8cJRbbePGjahcubKm761duzYuXryIVatWMfEmIiIiMiGTJt4BAQGmbI6IXlKFChVgYWGBnJwcjBs3Dk5OThgxYgR27dqlSbotLCzK/MJqADB27FiMGzcOt27dQsuWLQEAv/32G1asWIGxY8cavL1//vkHnp6eUCgUaNGiBZYtWwZfX1+9dc+dO4du3bpplXXv3h1btmxBdnY25HK5weMjIiIiIl1GT7yTk5Ph4OCg+bkg6npEZH7ffPON5pZiSUlJ+OyzzzT7eB/v/6xatQru7u74+OOPERsbCwDw8PBAcHAwZs2aZdC2WrRogR07dqBGjRp48OABli5dilatWuHatWsoX768Tv24uDi4ublplbm5uWlWpPfw8NA5JjMzE5mZmZrtF/XbRMVBZmYmYmJizB2GUXh5eUGhUJg7DCIiekVGT7zLlSuH2NhYuLq6wsnJSe9td4QQkEgkUCqVxg6HiIrgm2++QUJCAqZNm4aMjAxYWVlh7dq1HOl+jlQqRXBwMIKDgzVJqrG+ROzZs6fm53r16sHf3x9Vq1bF9u3bMXPmTL3H5O1zhRB6y9WWL1+ORYsWGShiItOIiYkx+BddxcXq1atRtWpVc4dBRESvyOiJ9/HjxzXXh544ccLYzRGRgVWoUAE7d+40dxjFWk5ODk6ePInbt29rVny/f/8+HBwcYGdnZ7R2bW1tUa9ePfzzzz9697u7uyMuLk6rLD4+HhYWFnpHyAFg7ty5Wkl8cnIyKlWqZLigiYzAy8sLq1evNklbMTEx+PjjjzFjxgx4eXkZvT1TtEFERMZn9MS7ffv2en8mIioN7ty5gx49eiA6OhqZmZno2rUr7O3tERISgoyMDKPeviszMxMRERFo27at3v3+/v74/vvvtcqOHDmCpk2b5nt9t0Kh4LRWKnEUCoXJR4W9vLw4Ek1ERIVm0vt4h4aGYt++fTrl+/btw/bt200ZChGRQUybNg1NmzbF48ePtW6R2L9/f/z8888GbWv27Nk4deoUIiMjcf78eQwaNAjJycmahSvnzp2LMWPGaOpPnDgRd+7cwcyZMxEREYGtW7diy5YtmD17tkHjIiIiIqKCmXRV8xUrVugd/XF1dcWECRO46jlREZXWBYVK0mJCv/76K86cOQNLS0utcm9vb9y7d8+gbcXExGD48OFISEiAi4sLWrZsid9++w3e3t4AgNjYWERHR2vqV6lSBT/++CNmzJiBTz/9FJ6envjkk094KzEiIiIiEzNp4n3nzh1UqVJFp9zb21vrwyIRFU5pXVCoJC0mpFKp9C4MGRMTA3t7e4O2tWfPngL3b9u2Taesffv2+P333w0aBxEREREVjUkTb1dXV/z555/w8fHRKr9y5Uq+C/0QUf5MtaAQFxPKX9euXbFmzRps2rQJQO5q4U+fPsWCBQvQq1cvM0dHRERERMWBSRPvYcOGYerUqbC3t0e7du0AAKdOncK0adMwbNgwU4ZCVCqYekEhLiak66OPPkKnTp3g5+eHjIwMjBgxAv/88w8qVKiA3bt3mzs8IiIiIioGTJp4L126FHfu3EHnzp1hYZHbtEqlwpgxY7Bs2TJThkJEZBAVK1bE5cuXsWfPHly6dAkqlQrjx4/HyJEjtRZbIyIiIqKyy6SJt6WlJfbu3YulS5fi8uXLsLa2Rr169TQLAxERlSTZ2dmoWbMmfvjhB4wdOxZjx441d0hEREREVAyZNPFWq169OqpXr57vfgcHB1y+fBm+vr4mjIqIqGjkcjkyMzMhkUjMHQoRERERFWNmSbxfRAhh7hBe2tPHVyCVys0dBumhzE6BhY1Jb11PZcCUKVOwcuVKbN68WXMJDRERERHR8/gp0UAqV66MXr16IT4+3tyhGExWVhYePnwIFxcXnXsUl1QtWrQwdwhUypw/fx4///wzjhw5gnr16sHW1lZrf1hYmJkiIyIiIqLigom3gVhYWGDChAnmDsOgbt++jVmzZmH27NlcyZooH05OThg4cKC5wyiehApCqMwdBelTgmeWERERlURMvImIiui7775Dz549IZfLERoaau5wih31au6P7x8ycyRUEBvPmuYOgYiIqMwolok3FyoiouKsf//+iIuLg4uLC2QyGWJjY+Hq6mrusIqNWrVqYd68eXjy5Im5QzGY1NRU/PXXX3ovJyip6tWrZ+4QiIiIyoximXiX5MXViKj0c3FxwW+//YY+ffpACMEvC/Vo0qSJuUMwqNu3b2PLli0YOnQoL70hIiKiIjPrEs9KpRKXL1/G48ePtcoPHTqEihUrmikqIqKCTZw4EX379oVMJoNEIoG7uztkMpneBxERERGRSUe8p0+fjnr16mH8+PFQKpVo3749zp49CxsbG/zwww/o0KEDAKBNmzamDIuIqEgWLlyIYcOG4datW3j99dcRGhoKJycnc4dFRERERMWUSRPvb775BqNGjQIAfP/994iMjMSNGzewY8cOvP/++zhz5owpwyEiemm1atVCrVq1sGDBAgwePBg2NjYF1j9z5gyaNm0KhUJhogiJiIiIqLgw6VTzhIQEuLu7AwB+/PFHDB48GDVq1MD48ePx119/GaydhQsXQiKRaD3U7RIRGdKCBQtemHQDQM+ePXHv3j0TRERERERExY1JE283Nzdcv34dSqUShw8fRpcuXQAAaWlpBr8Wsk6dOoiNjdU8DJnYExEVFReNJCIiIiq7TDrVfOzYsRgyZAg8PDwgkUjQtWtXAMD58+dRq1Ytg7ZlYWHBUW4iIiIiIiIyO5Mm3gsXLkTdunVx9+5dDB48WHOto0wmw5w5cwza1j///ANPT08oFAq0aNECy5Ytg6+vr0HbICIiIiIiInoRk9/He9CgQTplAQEBBm2jRYsW2LFjB2rUqIEHDx5g6dKlaNWqFa5du4by5cvr1M/MzERmZqZmOzk52aDxEBERERERUdll9MT7k08+KXTdqVOnGqTNnj17an6uV68e/P39UbVqVWzfvh0zZ87Uqb98+XIsWrTIIG0TEekjkUjMHQIRERERmYnRE++PP/5Ya/vhw4dIS0vT3PM2KSkJNjY2cHV1NVjinZetrS3q1auHf/75R+/+uXPnaiXkycnJqFSpklFiIaKyiYurEREREZVdRl/VPDIyUvP4v//7PzRs2BARERFITExEYmIiIiIi0LhxYyxZssRoMWRmZiIiIgIeHh569ysUCjg4OGg9iIgKo1OnTkhKStIpT05ORqdOnTTbKSkpXGeCiIiIqIwy6e3E5s2bh3Xr1qFmzZqaspo1a+Ljjz/GBx98YLB2Zs+ejVOnTiEyMhLnz5/HoEGDkJycbPBryYmITp48iaysLJ3yjIwM/PLLL2aIiIiIiIiKG5MurhYbG4vs7GydcqVSiQcPHhisnZiYGAwfPhwJCQlwcXFBy5Yt8dtvv8Hb29tgbRBR2fbnn39qfr5+/Tri4uI020qlEocPH0bFihXNERoRERERFTMmTbw7d+6MN954A1u2bEGTJk0gkUhw8eJFvPnmm+jSpYvB2tmzZ4/BzkVEpE/Dhg0hkUggkUi0ppSrWVtbY926dWaIjIiIiIiKG5Mm3lu3bkVAQACaN28OuVwOAMjJyUH37t2xefNmU4ZCRPRKIiMjIYSAr68v/ve//8HFxUWzz9LSEq6urpDJZGaMkIiIiIiKC5Mm3i4uLvjxxx/x999/48aNGxBCoHbt2qhRo4YpwyAiemXqS1dUKpWZIyEiIiKi4s6kibdajRo1mGxTqZaQkIDMzExzh2Ew8fHxmn+trKzMHI1huLq6ambevIrt27ejQoUK6N27NwAgODgYmzZtgp+fH3bv3m2wtSWWL1+OsLAw3LhxA9bW1mjVqhVWrlyptVhlXidPnkTHjh11yiMiIlCrVi2DxEVEREREL2bSxFupVGLbtm34+eefER8frzNSdPz4cVOGQ2QUt2/fRnBwMJRKpblDMbiVK1eaOwSD6dC+PabPmPHK51m2bBk2bNgAADh37hzWr1+PNWvW4IcffsCMGTMQFhb2ym0AwKlTp/D222+jWbNmyMnJwfvvv49u3brh+vXrsLW1LfDYmzdvat0m8flp8URERERkfCZNvKdNm4Zt27ahd+/eqFu3LiQSiSmbJzKJhw8fQqlUYnyVKrCWmfSOfUaTmpODq0+SUdfRAbYWZpkoY1A/x8cj9v59g5zr7t27qFatGgAgPDwcgwYNwoQJE9C6dWt06NDBIG0AwOHDh7W2Q0ND4erqikuXLqFdu3YFHuvq6gonJyeDxUJERERERWPST9B79uzB119/jV69epmyWSKz8LG1KRVJqlq9UpS4/S/xMZ4Y6Fx2dnZ49OgRKleujCNHjmDGs1F0KysrpKenG6gVXU+e5D4DZ2fnF9Zt1KgRMjIy4Ofnhw8++EDv9HO1zMxMrcskkpOTXz1YIiIiojLOpMNxlpaWmpEhIqLSoGvXrggKCkJQUBD+/vtvzbXe165dg4+Pj1HaFEJg5syZaNOmDerWrZtvPQ8PD2zatAn79+9HWFgYatasic6dO+P06dP5HrN8+XI4OjpqHpUqVTLGUyAiIiIqU0yaeM+aNQtr166FEMKUzRIRGc2nn34Kf39/PHz4EPv370f58uUBAJcuXcLw4cON0ubkyZPx559/Yvfu3QXWq1mzJt544w00btwY/v7++Oyzz9C7d2+sWrUq32Pmzp2LJ0+eaB537941dPhEREREZY5J58H++uuvOHHiBA4dOoQ6derorChsqEWIiIhMxcnJCevXr9cpX7RokVHamzJlCr777jucPn0aXl5eRT6+ZcuW+Oqrr/Ldr1AooFAoXiVEIiIiIsrDpIm3k5MT+vfvb8omiYiMLikpCVu2bEFERAQkEglq166N8ePHw9HR0WBtCCEwZcoUHDhwACdPnkSVKlVe6jx//PEHPDw8DBYXEREREb2YSRPv0NBQUzZHRGR0Fy9eRPfu3WFtbY3mzZtDCIGPP/4Yy5Ytw5EjR9C4cWODtPP2229j165d+Pbbb2Fvb4+4uDgAgKOjI6ytrQHkThO/d+8eduzYAQBYs2YNfHx8UKdOHWRlZeGrr77C/v37sX//foPERERERESFY/Ill3NycnDy5Encvn0bI0aMgL29Pe7fvw8HBwfY2dmZOhwio1FxLYNiSQhh0HUmZsyYgddffx1ffPEFLJ6tYp+Tk4OgoCBMnz69wIXMikJ9r/C8tygLDQ1FYGAgACA2NhbR0dGafVlZWZg9ezbu3bsHa2tr1KlTBwcPHuSdJYiIiIhMzKSJ9507d9CjRw9ER0cjMzMTXbt2hb29PUJCQpCRkYGNGzeaMhwio7CxsQEALLh2HVKJBHKpFBZSKeTPHhZSKSwkEsglElgA//2sLpdKIZdKYCHJ+29uHbn6nBIpnC3lkEulSM7ONu+TNpAclUByTjYUUhmyhQo5KqH332yVQI6+/UIgRwDZQiBHiNx/VSpkq1Ra/wJAI29vg8R88eJFraQbACwsLBAcHIymTZsapA0AhfqyYNu2bVrbwcHBCA4ONlgMRC8jKipK6xZ1Jd29e/cA5H6mycnJMXM0huHr66uz7g4RERmWSRPvadOmoWnTprhy5Ypm5V8A6N+/P4KCgkwZCpHR1KtXD126dMG///6L1NRUpKWlITU1FalGSI5bV6gAW5kMRx48MPi5SxuFQqGZWWNra4uRo0YZ5LwODg6Ijo5GrVq1tMrv3r0Le3t7g7RBVFJdvHgRS5cuNXcYRvHJJ5+YOwSD6dWrFyZMmGDuMIiISjWTr2p+5swZWFpaapV7e3trvkEmKukuX76MY8eO5Y5cy2SwkEpRTqHQjGzLpVLNSHfuCLfu6LZcIoWF3lFv7f32FnJIJUBdRwdzP22DyFEJZKpUUMikWqPZOc+NcmfnMwqeo7VfIAd4NgIucke6hUDW06eIT05GZk4OdmzfjsVLlrxyzEOHDsX48eOxatUqtGrVChKJBL/++iveeecdo91OjKikePToEQAguGZNM0dC+dkfE4OEhARzh0FEVOqZNPFWqVRQKpU65TExMRwZolJDPaVyvl9t2FqY5k/MgVMEi2RP9F08ycgwyLlWrVoFqVSKMWPGaKadyuVyvPXWW1ixYoVB2iAqySQA3K2tzB0G5UMhk5k7BCKiMsGkiXfXrl2xZs0abNq0CQAgkUjw9OlTLFiwgIv9EFGJkpaWhnfeeQfh4eHIzs5Gv379MHnyZDg6OqJatWqaa/2JiIiIiEyaeH/88cfo2LEj/Pz8kJGRgREjRuCff/5BhQoVsHv3blOGQkT0ShYsWIBt27Zh5MiRsLa2xq5du6BSqbBv3z5zh0ZERERExYxJE29PT09cvnwZu3fvxu+//w6VSoXx48drPrgSEZUUYWFh2LJlC4YNGwYAGDlyJFq3bg2lUgkZp24SERER0XNMfh9va2trjBs3DuPGjTN100REBnP37l20bdtWs928eXNYWFjg/v37qFSpkhkjIyIiIqLixuiJ93fffYeePXtCLpfju+++K7Du66+/buxwiIgMQqlU6tyhwcLCotTc15eIiIiIDMfoiXe/fv0QFxcHV1dX9OvXL996EolE74rnRETFkRACgYGBUCgUmrKMjAxMnDgRtra2mrKwsDBzhEdERERExYjRE2+VSqX3Z6LS7u+UFFjxWt9iKSk7C5JXPEdAQIBO2ahRo17xrERERERUGpnsGu/s7Gx069YNn3/+OWrUqGGqZolMzt3dHXK5HF/eiTZ3KFSAri28X+n40NBQA0VCRERERKWdyRJvuVyOq1evQiJ51XEmouLNx8cHW7duRXZ2trlDMZg7d+5g0aJFWLBgAby9Xy1hLS4cHR3NHQIRERERlREmXdV8zJgx2LJlC1asWGHKZolMzt7e3twhGNTjx48BAA4ODnB2djZzNEREREREJYtJE++srCxs3rwZR48eRdOmTbUWIAKAjz76yJThEBERkZEJAIdiY2EplUEhlUIhk8JSKoWVVAZLmTS3TJpbppDJIJdIODvuFeWoVMhUqZD17N9MpfK/beWzMpUSmUoVHmRkwM7cARMRlQEmSbz//fdf+Pj44OrVq2jcuDEA4O+//9aqw/9kiYiIShcHBwd4VayIP9LTkZHxFBmZmch5wR1MJAAUFhZQyGRQyGSwlEhyk3OJJDc5f5akW8mkWsm8k1wO61K0oGW6UokHGZmQSiSaJFmTSKu3hUCWEM/KniXYOTlQClHguSUSCawUClhbWcHK2Rlubm4melZERGWXSRLv6tWrIzY2FidOnAAADB06FJ988gk7eiIiolKsadOmqF27NtLT05GRkYGMjAykpKQgKSkJjx8/1vyrfiQlJSErKwsZOTnIyMkpUlu+trb4NzXVSM+kZJFKpXBycoKTkxPKlSun+Vf9cHBwgLW1NaysrGBtbQ0bGxtzh0xEVOqZJPEWeb55PXToEFL5nyMREVGpdvz4cWzYsCHf/RbPppcrZLkj1x6WllAoFLCUSqB4Nppt+WxEW7OtmZ4ue1aeW0c9vbq0UAoBC4kEljKZZqp4pkqFLOWzEe/npo1nPb/9bBQ8KzMTybGxeBgTg0ylElkFzDRo3rw53nvvPRM+OyKissek13ir5U3EiYiIqPR6q2pVrSRZ8SzhlvEyM5NRCYEsPdd9f38/1tyhERGVCSZJvCV6FkrhNd1ERESlnwRAdXsu32VuUokEVjIZrPJcB29nYZYxGCKiMsdkU80DAwOhUCgAABkZGZg4caLOquZhYWGmCIeIiIiIiIjIZEySeAcEBGhtjxo1yhTNEhEREREREZmdSRLv0NBQUzRDREREREREVOxIzR0AERERERERUWnGxJuIiIiIiIjIiJh4ExERERERERkRE28iIiIiIiIiIyrVifdnn32GKlWqwMrKCk2aNMEvv/xi7pCIiF5JUfu1U6dOoUmTJrCysoKvry82btxookiJiIiISK3UJt579+7F9OnT8f777+OPP/5A27Zt0bNnT0RHR5s7NCKil1LUfi0yMhK9evVC27Zt8ccff+C9997D1KlTsX//fhNHTkRERFS2ldrE+6OPPsL48eMRFBSE2rVrY82aNahUqRI2bNhg7tCIiF5KUfu1jRs3onLlylizZg1q166NoKAgjBs3DqtWrTJx5ERERERlm0nu421qWVlZuHTpEubMmaNV3q1bN5w9e1anfmZmJjIzMzXbycnJRo/xVWRmZiImJsbo7ajbMEVbAODl5QWFQmGStkoLvhfKjqL2awBw7tw5dOvWTause/fu2LJlC7KzsyGXy3WOYX+oH/8GXp4A8MvDBKO2kaNS4WlOjlHbMBc7CwtYSI03TpKYlQU7o52diIjUSmXinZCQAKVSCTc3N61yNzc3xMXF6dRfvnw5Fi1aZKrwXllMTAxmzZplsvY+/vhjk7SzevVqVK1a1SRtlRZ8L5QdRe3XACAuLk5v/ZycHCQkJMDDw0PnGPaHBePfQNFUr14ddra2+OHBA6O2I4RAjlJp1DbMxUImg0QiMWobr9Wvb9TzExFRKU281fL+RyWE0Puf19y5czFz5kzNdnJyMipVqmT0+F6Wl5cXVq9ebe4wDM7Ly8vcIZQ4fC+UPYXt1wqqr69cjf1h8VBa/gZ8fX3x1c6dRm/HVDMfzKE0zX4gIirLSmXiXaFCBchkMp1RoPj4eJ3RHwBQKBQl6j81hUJRKkZC6NXxvVB2FLVfAwB3d3e99S0sLFC+fHm9x7A/pJKI7wMiIiruSuXiapaWlmjSpAmOHj2qVX706FG0atXKTFEREb28l+nX/P39deofOXIETZs21Xt9NxEREREZR6lMvAFg5syZ2Lx5M7Zu3YqIiAjMmDED0dHRmDhxorlDIyJ6KS/q1+bOnYsxY8Zo6k+cOBF37tzBzJkzERERga1bt2LLli2YPXu2uZ4CERERUZlUKqeaA8DQoUPx6NEjLF68GLGxsahbty5+/PFHeHt7mzs0IqKX8qJ+LTY2Vuue3lWqVMGPP/6IGTNm4NNPP4Wnpyc++eQTDBw40FxPgYiIiKhMkgj1SjukkZycDEdHRzx58gQODg7mDoeIioGy2i+U1edNRPljv0BEVHSldsT7Vai/iyju968lItNR9wdl7btK9odElFdZ7Q+JiF4FE289UlJSAKBY30KHiMwjJSUFjo6O5g7DZNgfElF+ylp/SET0KjjVXA+VSoX79+/D3t6+wPvjlnbq+/fevXuXU8nKOL4Xckd2UlJS4OnpCam01K5LqYP9YS7+DZAa3wtltz8kInoVHPHWQyqVwsvLy9xhFBsODg5l9sMFaSvr74WyOLLD/lBbWf8boP+U9fdCWewPiYheBb+mJCIiIiIiIjIiJt5ERERERERERsTEm/KlUCiwYMECKBQKc4dCZsb3ApV1/BsgNb4XiIjoZXBxNSIiIiIiIiIj4og3ERERERERkREx8SYiIiIiIiIyIibeREREREREREbExLsECAwMhEQi0Xn06NGjUMd36NAB06dPN26QBlBS4iwOAgMD0a9fv0LXl0gkCA8PN1o8hlJS4iTzYX9IebE/JCKiksDC3AFQ4fTo0QOhoaFaZYZcUVUIAaVSCQsL078lsrOzIZfLTd4uaTPn7yErKwuWlpZmaZtKHvaHZGzsD4mIyNA44l1CKBQKuLu7az3KlSuHkydPwtLSEr/88oum7urVq1GhQgXExsYiMDAQp06dwtq1azUjQ1FRUTh58iQkEgl++uknNG3aFAqFAr/88gsyMzMxdepUuLq6wsrKCm3atMGFCxcAACqVCl5eXti4caNWbL///jskEgn+/fdfAMCTJ08wYcIEuLq6wsHBAZ06dcKVK1c09RcuXIiGDRti69at8PX1hUKhQEBAgN446cU6dOiAqVOnIjg4GM7OznB3d8fChQs1+318fAAA/fv3h0Qi0Wzr+z0IIRAdHY2+ffvCzs4ODg4OGDJkCB48eAAAuHnzJiQSCW7cuKEVw0cffQQfHx+ob5Jw/fp19OrVC3Z2dnBzc8Po0aORkJCgFfPkyZMxc+ZMVKhQAV27ds03TqK82B9SftgfEhFRccXEu4RTT0ccPXo0njx5gitXruD999/HF198AQ8PD6xduxb+/v544403EBsbi9jYWFSqVElzfHBwMJYvX46IiAjUr18fwcHB2L9/P7Zv347ff/8d1apVQ/fu3ZGYmAipVIphw4Zh586dWjHs2rUL/v7+8PX1hRACvXv3RlxcHH788UdcunQJjRs3RufOnZGYmKg55tatW/j666+xf/9+XL58GZ988kmBcVLBtm/fDltbW5w/fx4hISFYvHgxjh49CgCaRCE0NBSxsbGabUD39wAA/fr1Q2JiIk6dOoWjR4/i9u3bGDp0KACgZs2aaNKkid73wIgRIyCRSBAbG4v27dujYcOGuHjxIg4fPowHDx5gyJAhOjFbWFjgzJkz+PzzzwuMk6gw2B8SwP6QiIiKKUHFXkBAgJDJZMLW1lbrsXjxYiGEEJmZmaJRo0ZiyJAhok6dOiIoKEjr+Pbt24tp06ZplZ04cUIAEOHh4Zqyp0+fCrlcLnbu3Kkpy8rKEp6eniIkJEQIIcTvv/8uJBKJiIqKEkIIoVQqRcWKFcWnn34qhBDi559/Fg4ODiIjI0OrvapVq4rPP/9cCCHEggULhFwuF/Hx8S+Mk/QLCAgQffv2FULkvm5t2rTR2t+sWTPx7rvvarYBiAMHDmjV0fd7OHLkiJDJZCI6OlpTdu3aNQFA/O9//xNCCPHRRx8JX19fzf6bN28KAOLatWtCCCHmzZsnunXrptXW3bt3BQBx8+ZNTcwNGzbUeV764iR6HvtDyov9IRERlQQc8S4hOnbsiMuXL2s93n77bQCApaUlvvrqK+zfvx/p6elYs2ZNoc/btGlTzc+3b99GdnY2WrdurSmTy+Vo3rw5IiIiAACNGjVCrVq1sHv3bgDAqVOnEB8fr/n2/tKlS3j69CnKly8POzs7zSMyMhK3b9/WnNfb2xsuLi4v/XqQtvr162tte3h4ID4+/oXH5f09REREoFKlSlqja35+fnByctK8B4YNG4Y7d+7gt99+AwDs3LkTDRs2hJ+fH4Dc98CJEye0fv+1atUCAK33wPPvPaKiYH9IBWF/SERExREXVyshbG1tUa1atXz3nz17FgCQmJiIxMRE2NraFvq8auLZ9WgSiUSrjhBCq2zkyJHYtWsX5syZg127dqF79+6oUKECgNzrHj08PHDy5EmdtpycnPS2S68u7yJAEokEKpXqhcfl/T3k/V3rK/fw8EDHjh2xa9cutGzZErt378abb76pqatSqdCnTx+sXLlS5zweHh75tk1UWOwPqSDsD4mIqDjiiHcpcPv2bcyYMQNffPEFWrZsiTFjxmh9yLC0tIRSqXzheapVqwZLS0v8+uuvmrLs7GxcvHgRtWvX1pSNGDECf/31Fy5duoRvvvkGI0eO1Oxr3Lgx4uLiYGFhgWrVqmk91B9G81PYOKno5HJ5oV5bPz8/REdH4+7du5qy69ev48mTJ1rvgZEjR2Lv3r04d+4cbt++jWHDhmn2NW7cGNeuXYOPj4/Oe+BFHy4LGydRftgf0ouwPyQiInNg4l1CZGZmIi4uTuuRkJAApVKJ0aNHo1u3bhg7dixCQ0Nx9epVrF69WnOsj48Pzp8/j6ioKCQkJOT7zb+trS3eeustvPPOOzh8+DCuX7+ON954A2lpaRg/frymXpUqVdCqVSuMHz8eOTk56Nu3r2Zfly5d4O/vj379+uGnn35CVFQUzp49iw8++AAXL14s8DkWNk4qOh8fH/z888+Ii4vD48eP863XpUsX1K9fHyNHjsTvv/+O//3vfxgzZgzat2+vNRVywIABSE5OxltvvYWOHTuiYsWKmn1vv/02EhMTMXz4cPzvf//Dv//+iyNHjmDcuHEv/BBZ2DipbGN/SK+C/SEREZkDE+8S4vDhw/Dw8NB6tGnTBv/3f/+HqKgobNq0CQDg7u6OzZs344MPPtCsyjp79mzIZDL4+fnBxcUF0dHR+bazYsUKDBw4EKNHj0bjxo1x69Yt/PTTTyhXrpxWvZEjR+LKlSsYMGAArK2tNeUSiQQ//vgj2rVrh3HjxqFGjRoYNmwYoqKi4ObmVuBzLEqcVDSrV6/G0aNHUalSJTRq1CjfehKJBOHh4ShXrhzatWuHLl26wNfXF3v37tWq5+DggD59+uDKlStaI3wA4OnpiTNnzkCpVKJ79+6oW7cupk2bBkdHR0ilBXc5hY2Tyjb2h/Qq2B8SEZE5SIT6QjYiIiIiIiIiMjiOeBMREREREREZERNvIiIiIiIiIiNi4k1ERERERERkREy8iYiIiIiIiIyIiTcRERERERGRETHxJiIiIiIiIjIiJt5ERERERERERsTEm4iIiIiIiMiImHgTmcDChQvRsGFDzXZgYCD69etntniIiMyF/SEREZVFTLypWAkMDIREIoFEIoFcLoevry9mz56N1NRUc4dmUGvXrsW2bds02x06dMD06dPNFg8RFT/sD4mIiEoPC3MHQJRXjx49EBoaiuzsbPzyyy8ICgpCamoqNmzYUKTzCCGgVCphYVH83uaOjo7mDoGISgD2h0RERKUDR7yp2FEoFHB3d0elSpUwYsQIjBw5EuHh4RBCICQkBL6+vrC2tkaDBg3wzTffaI47efIkJBIJfvrpJzRt2hQKhQK//PILrly5go4dO8Le3h4ODg5o0qQJLl68qDlu//79qFOnDhQKBXx8fLB69WqteHx8fLBs2TKMGzcO9vb2qFy5MjZt2qRV591330WNGjVgY2MDX19fzJs3D9nZ2fk+x+enVgYGBuLUqVNYu3atZnQrMjIS1apVw6pVq7SOu3r1KqRSKW7fvv2yLy8RlSDsD9kfEhFR6cDEm4o9a2trZGdn44MPPkBoaCg2bNiAa9euYcaMGRg1ahROnTqlVT84OBjLly9HREQE6tevj5EjR8LLywsXLlzApUuXMGfOHMjlcgDApUuXMGTIEAwbNgx//fUXFi5ciHnz5mlNewSA1atXo2nTpvjjjz8wadIkvPXWW7hx44Zmv729PbZt24br169j7dq1+OKLL/Dxxx8X6vmtXbsW/v7+eOONNxAbG4vY2FhUrlwZ48aNQ2hoqFbdrVu3om3btqhatepLvJJEVNKxP/wP+0MiIipRBFExEhAQIPr27avZPn/+vChfvrwYNGiQsLKyEmfPntWqP378eDF8+HAhhBAnTpwQAER4eLhWHXt7e7Ft2za97Y0YMUJ07dpVq+ydd94Rfn5+mm1vb28xatQozbZKpRKurq5iw4YN+T6PkJAQ0aRJE832ggULRIMGDfJ9nu3btxfTpk3TOsf9+/eFTCYT58+fF0IIkZWVJVxcXPJ9LkRUurA//A/7QyIiKuk44k3Fzg8//AA7OztYWVnB398f7dq1w+zZs5GRkYGuXbvCzs5O89ixY4fONMOmTZtqbc+cORNBQUHo0qULVqxYoVU/IiICrVu31qrfunVr/PPPP1AqlZqy+vXra36WSCRwd3dHfHy8puybb75BmzZt4O7uDjs7O8ybNw/R0dGv9Dp4eHigd+/e2Lp1q+Z1ycjIwODBg1/pvERUcrA/zMX+kIiISjom3lTsdOzYEZcvX8bNmzeRkZGBsLAwzb6DBw/i8uXLmsf169e1rmsEAFtbW63thQsX4tq1a+jduzeOHz8OPz8/HDhwAEDugkMSiUSrvhBCJyb1VEw1iUQClUoFAPjtt98wbNgw9OzZEz/88AP++OMPvP/++8jKynr5F+GZoKAg7NmzB+np6QgNDcXQoUNhY2PzyuclopKB/eF/2B8SEVFJVvyWN6Uyz9bWFtWqVdMq8/Pzg0KhQHR0NNq3b1/kc9aoUQM1atTAjBkzMHz4cISGhqJ///7w8/PDr7/+qlX37NmzqFGjBmQyWaHOfebMGXh7e+P999/XlN25c6dI8VlaWmqNKKn16tULtra22LBhAw4dOoTTp08X6bxEVLKxP/wP+0MiIirJmHhTiWBvb4/Zs2djxowZUKlUaNOmDZKTk3H27FnY2dkhICBA73Hp6el45513MGjQIFSpUgUxMTG4cOECBg4cCACYNWsWmjVrhiVLlmDo0KE4d+4c1q9fj88++6zQsVWrVg3R0dHYs2cPmjVrhoMHD2pGkArLx8cH58+fR1RUFOzs7ODs7AypVAqZTIbAwEDMnTsX1apVg7+/f5HOS0SlD/tD9odERFTycKo5lRhLlizB/PnzsXz5ctSuXRvdu3fH999/jypVquR7jEwmw6NHjzBmzBjUqFEDQ4YMQc+ePbFo0SIAQOPGjfH1119jz549qFu3LubPn4/FixcjMDCw0HH17dsXM2bMwOTJk9GwYUOcPXsW8+bNK9Jzmz17NmQyGfz8/ODi4qJ1PeT48eORlZWFcePGFemcRFR6sT9kf0hERCWLROi7gIuIio0zZ86gQ4cOiImJgZubm7nDISIyG/aHRERUUjHxJiqmMjMzcffuXUyYMAEeHh7YuXOnuUMiIjIL9odERFTScao5UTG1e/du1KxZE0+ePEFISIi5wyEiMhv2h0REVNJxxJuIiIiIiIjIiDjiTURERERERGRETLyJiIiIiIiIjIiJNxEREREREZERMfEmIiIiIiIiMiIm3kRERERERERGxMSbiIiIiIiIyIiYeBMREREREREZERNvIiIiIiIiIiNi4k1ERERERERkRP8Pze2YTCLcARcAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x500 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "numeric_cols = ['Time_spent_Alone','Social_event_attendance','Going_outside','Friends_circle_size','Post_frequency']\n",
    "plt.figure(figsize=(10, 5))\n",
    "\n",
    "for i, col in enumerate(numeric_cols, 1):\n",
    "    plt.subplot(2, 3, i)\n",
    "    sns.boxplot(x=target_col, y=col, data=df,\n",
    "                palette=colors, notch=True, hue=target_col, legend=False)  \n",
    "    plt.title(f'{col} by Personality')\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8c1fe472-bf8f-4a8a-9572-3eccfcf25fcb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1355.75x1250 with 20 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Pair plot for key features\n",
    "sns.set_style(\"white\")\n",
    "sns.pairplot(df[['Time_spent_Alone', 'Social_event_attendance', 'Going_outside',\n",
    "             'Friends_circle_size', 'Post_frequency','Personality']], \n",
    "             hue=target_col, corner=True, palette=colors)\n",
    "plt.suptitle('Pair Plot of Numeric Features by Personality', y=1.02)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "130360d4-bd3e-4cd6-9175-12879eb1014f",
   "metadata": {},
   "source": [
    "In this pair plot, which includes both KDE plots (showing the distribution of individual features) and scatter plots (showing the correlations between feature combinations).For example, the following analysis:\n",
    "- **KDE Plots**:Extroverts (blue) are concentrated in regions with lower time spent alone.\n",
    "- **Scatter Plots**:Extroverts (blue) tend to cluster in regions characterized by \"low time spent alone + high social event attendance\".\n",
    "\n",
    "\n",
    "\n",
    "All the features show obvious personality distinctions, and it is predicted that the accuracy rate of later classification will be relatively high."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "b850d53a-6fd3-4284-8b7a-6987e2bc8813",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Show correlation\n",
    "df_temp = pd.get_dummies(df, drop_first=True)\n",
    "df_corr = df_temp.corr()\n",
    "\n",
    "mask = np.triu(np.ones_like(df_corr, dtype=bool)) \n",
    "\n",
    "plt.figure(figsize=(8, 8))\n",
    "sns.heatmap(df_corr, mask=mask, fmt=\".3f\", annot=True, cmap=\"RdBu\",square=True, linewidths=.5, )\n",
    "plt.title('Correlation Matrix ')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e5ef73f6-7a08-41e6-9c62-2c15b3fdd4f0",
   "metadata": {},
   "source": [
    "There is a strong correlation (either positive or negative) between the features."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7779664f-eb10-4b50-a4ce-1eef6e23d5bd",
   "metadata": {},
   "source": [
    "## 三、Predicting Personality\n",
    "### 3.1 Logistic Regress Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "e8c3a35e-0553-4730-ae68-c07eac871c40",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Encoding mapping for Stage_fear:\n",
      "  No → 0\n",
      "  Yes → 1\n",
      "Encoding mapping for Drained_after_socializing:\n",
      "  No → 0\n",
      "  Yes → 1\n",
      "Encoding mapping for Personality:\n",
      "  Extrovert → 0\n",
      "  Introvert → 1\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Time_spent_Alone</th>\n",
       "      <th>Stage_fear</th>\n",
       "      <th>Social_event_attendance</th>\n",
       "      <th>Going_outside</th>\n",
       "      <th>Drained_after_socializing</th>\n",
       "      <th>Friends_circle_size</th>\n",
       "      <th>Post_frequency</th>\n",
       "      <th>Personality</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4.0</td>\n",
       "      <td>0</td>\n",
       "      <td>4.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>0</td>\n",
       "      <td>13.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>9.0</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   Time_spent_Alone  Stage_fear  Social_event_attendance  Going_outside  \\\n",
       "0               4.0           0                      4.0            6.0   \n",
       "1               9.0           1                      0.0            0.0   \n",
       "\n",
       "   Drained_after_socializing  Friends_circle_size  Post_frequency  Personality  \n",
       "0                          0                 13.0             5.0            0  \n",
       "1                          1                  0.0             3.0            1  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Encoding of categorical variables translation\n",
    "df = pd.read_csv('personality_datasert.csv')\n",
    "label_encoders = {}\n",
    "for column in ['Stage_fear', 'Drained_after_socializing', 'Personality']:\n",
    "    le = LabelEncoder()\n",
    "    df[column] = le.fit_transform(df[column])\n",
    "    label_encoders[column] = le\n",
    "    print(f\"Encoding mapping for {column}:\")\n",
    "    \n",
    "    for original, encoded in zip(le.classes_, le.transform(le.classes_)):\n",
    "        print(f\"  {original} → {encoded}\")\n",
    "df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "32f12e78-1307-4840-878d-2e6300317061",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Prepare features and target variable\n",
    "X = df.drop('Personality', axis=1)\n",
    "y = df['Personality']\n",
    "\n",
    "# Split the dataset into training and test sets, with 20% as the test set\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "f5b31590-eed4-462d-96c4-4872f8475251",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Optimization terminated successfully.\n",
      "         Current function value: 0.251934\n",
      "         Iterations 7\n",
      "The accuracy of the logistic regression model: 92.41%\n"
     ]
    }
   ],
   "source": [
    "#Logistic regression model (including the intercept term)\n",
    "X_train_with_const = sm.add_constant(X_train) \n",
    "logreg_sm = sm.Logit(y_train, X_train_with_const)\n",
    "result = logreg_sm.fit(maxiter=1000) \n",
    "\n",
    "logreg_sklearn = LogisticRegression(max_iter=1000)\n",
    "logreg_sklearn.fit(X_train, y_train)\n",
    "\n",
    "y_pred = logreg_sklearn.predict(X_test)\n",
    "accuracy = accuracy_score(y_test, y_pred)\n",
    "print(f\"The accuracy of the logistic regression model: {accuracy:.2%}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "032c61cd-39af-4f9a-8526-7f4fe73f84fa",
   "metadata": {},
   "source": [
    "Overall, the logistic regression model training results are good and the accuracy rate(92.41%) is high.\\\n",
    "Next, further evaluate the rationality and stability of the model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "b3b5f058-75ad-4a10-9189-e08c240f6a55",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 27.722222222222214, 'Predicted')"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1800x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Evaluate the rationality and stability\n",
    "plt.figure(figsize=(18, 5))\n",
    "plt.suptitle(\"Logistic Regression Comprehensive Evaluation\", fontsize=16, y=1.02)\n",
    "\n",
    "# 1.ROC curve\n",
    "plt.subplot(1, 3, 1)\n",
    "\n",
    "y_score = logreg_sklearn.predict_proba(X_test)[:, 1]\n",
    "roc_auc = roc_auc_score(y_test, y_score)\n",
    "fpr, tpr, _ = roc_curve(y_test, y_score)\n",
    "\n",
    "plt.plot(fpr, tpr, color='darkorange', lw=2, \n",
    "         label=f'ROC (AUC = {roc_auc:.2f})')\n",
    "plt.plot([0, 1], [0, 1], 'k--', lw=1)\n",
    "plt.fill_between(fpr, tpr, alpha=0.2, color='darkorange')\n",
    "plt.xlim([0.0, 1.0])\n",
    "plt.ylim([0.0, 1.05])\n",
    "plt.xlabel('False Positive Rate')\n",
    "plt.ylabel('True Positive Rate')\n",
    "plt.title('Receiver Operating Characteristic')\n",
    "plt.legend(loc=\"lower right\")\n",
    "\n",
    "# 2.Bootstrap stability test\n",
    "plt.subplot(1, 3, 2)\n",
    "bootstrap_scores = []\n",
    "for _ in range(100):\n",
    "    X_bs, y_bs = resample(X_test, y_test)\n",
    "    bs_proba = logreg_sklearn.predict_proba(X_bs)[:, 1]\n",
    "    bootstrap_scores.append(roc_auc_score(y_bs, bs_proba))\n",
    "sns.histplot(bootstrap_scores, bins=20, kde=True, color='purple')\n",
    "plt.axvline(np.mean(bootstrap_scores), color='red', linestyle='--', \n",
    "            label=f'Mean AUC = {np.mean(bootstrap_scores):.2f}')\n",
    "plt.xlabel(\"ROC-AUC\")\n",
    "plt.title(\"Bootstrap Stability Test (n=100)\")\n",
    "plt.legend()\n",
    "\n",
    "# 3.Confusion matrix\n",
    "plt.subplot(1, 3, 3)\n",
    "cm = confusion_matrix(y_test, y_pred)\n",
    "sns.heatmap(cm, annot=True, fmt='d', cmap='Blues', \n",
    "            xticklabels=['Pred 0', 'Pred 1'],\n",
    "            yticklabels=['True 0', 'True 1'])\n",
    "plt.title(f\"Confusion Matrix\\n(Accuracy = {accuracy:.2%})\")\n",
    "plt.ylabel(\"Actual\")\n",
    "plt.xlabel(\"Predicted\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "222606f9-e7d9-4184-92cc-c9fab9cb8a53",
   "metadata": {},
   "source": [
    "Overall, this logistic regression model **performs well, with high accuracy and stability**:\n",
    "- The area under the ROC curve (AUC) is 0.93, indicating that the model has a high discriminatory ability (the closer the AUC value is to 1, the better the model performance is).\n",
    "- The ROC-AUC distribution is relatively concentrated and mean AUC close to 0.93, indicating that the model's performance is stable across different training subsets and the predictions are reliable.\n",
    "- The confusion matrix shows the comparison between the model's predicted results and the actual results, with an accuracy rate of 92.41%, which is consistent with the previous textual information."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "e98ec095-12c0-45b8-9ab9-a40290050853",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "customdata": [
          [
           0.5805248969077856,
           ""
          ],
          [
           0.5738981412464312,
           ""
          ],
          [
           0.14241759815025934,
           ""
          ],
          [
           0.02523217291276464,
           "*"
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    "# Logistic Regression Coefficients with Significance\n",
    "coef_df = pd.DataFrame({'Feature': ['Intercept'] + list(X_train.columns),'Coefficient': result.params,'P-value': result.pvalues})\n",
    "coef_df['Significance'] = [\n",
    "    '***' if p < 0.001 else \n",
    "    '**'  if p < 0.01  else \n",
    "    '*'   if p < 0.05  else '' \n",
    "    for p in coef_df['P-value']]\n",
    "\n",
    "coef_df['Abs_Coefficient'] = coef_df['Coefficient'].abs()\n",
    "coef_df = coef_df.sort_values('Abs_Coefficient', ascending=True)\n",
    "coef_df['Label'] = coef_df['Coefficient'].apply(lambda x: f\"{x:.3f}\")  \n",
    "\n",
    "fig = px.bar(coef_df, x='Coefficient', y='Feature',\n",
    "             color='Abs_Coefficient',color_continuous_scale='RdBu',\n",
    "             hover_data=['P-value', 'Significance'],\n",
    "             title='<b>Logistic Regression Coefficients with Significance</b>',\n",
    "             labels={'Coefficient': 'Coefficient Value', 'Feature': ''},\n",
    "             width=800, height=600)\n",
    "\n",
    "fig.update_traces(texttemplate='%{text}', textposition='outside', text=coef_df['Label'],\n",
    "    hovertemplate=\"<br>\".join([\n",
    "        \"<b>Feature:</b> %{y}\",\n",
    "        \"<b>Coefficient:</b> %{x:.3f}\",\n",
    "        \"<b>P-value:</b> %{customdata[0]:.4f}\",\n",
    "        \"<b>Significance:</b> %{customdata[1]}\"]),textfont=dict(size=10))\n",
    "\n",
    "for i, row in coef_df.iterrows():\n",
    "    if row['Significance']:\n",
    "        fig.add_annotation(\n",
    "            x=row['Coefficient'] + (0.15 if row['Coefficient'] > 0 else -0.15),y=row['Feature'],\n",
    "            text=row['Significance'],showarrow=False,\n",
    "            font=dict(color='red', size=14),yshift=5)\n",
    "\n",
    "fig.add_vline(x=0, line_width=1, line_dash=\"dash\", line_color=\"black\")\n",
    "fig.update_layout(\n",
    "    hoverlabel=dict(bgcolor=\"white\", font_size=12),\n",
    "    coloraxis_colorbar=dict(title=\"Absolute Value\"),\n",
    "    yaxis=dict(tickfont=dict(size=12)),\n",
    "    xaxis=dict(title=\"Coefficient Value\", tickformat=\".2f\"),\n",
    "    margin=dict(l=20, r=20, t=60, b=20),  \n",
    "    uniformtext_minsize=8,  \n",
    "    uniformtext_mode='hide')\n",
    "\n",
    "fig.update_layout(bargap=0.4)\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fd026a16-a025-42ff-9fe8-4ed2b56ff1d7",
   "metadata": {},
   "source": [
    "**The conclusions of the logistic regression model:**\n",
    "- It is found that psychological traits (`Stage_fear`, `Drained_after_socializing`) are more important than behavioral traits (`Post_frequency`,`Friends_circle_size` and so on). This means that when assessing a person's personality, **\"psychological feelings\" are more crucial than \"behavioral frequency\"**.\n",
    "- However, the relationship between personality and these features is **not entirely linear, and the complex interactions** among features in actual scenarios are difficult to characterize with a simple linear combination. \n",
    "- To overcome this limitation, I will introduce the **Random Forest Model** to capture the nonlinear relationships and interactions among features and further explore the deep - seated laws of the data."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a0c17e4e-a667-47b8-a863-25a5900a1109",
   "metadata": {},
   "source": [
    "### 3.2 Random Forest Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "62090dd1-6232-4192-8091-ae0858392ba0",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Encoding of categorical variables translation\n",
    "df = pd.read_csv('personality_datasert.csv')\n",
    "label_encoders = {}\n",
    "for column in ['Stage_fear', 'Drained_after_socializing', 'Personality']:\n",
    "    le = LabelEncoder()\n",
    "    df[column] = le.fit_transform(df[column])\n",
    "    label_encoders[column] = le\n",
    "    \n",
    "X = df.drop('Personality', axis=1)\n",
    "y = df['Personality']\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "aed8e264-3446-410f-a726-fbee056ec5f2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy of the model on the test set:  92.41%\n"
     ]
    }
   ],
   "source": [
    "# Random Forest Model\n",
    "rf = RandomForestClassifier(n_estimators=100, random_state=42)\n",
    "rf.fit(X_train, y_train)\n",
    "\n",
    "y_pred = rf.predict(X_test)\n",
    "accuracy = accuracy_score(y_test, y_pred)\n",
    "print(f'Accuracy of the model on the test set:  {accuracy:.2%}')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "34ba45af-90d7-407f-bb3c-a8bae2961b5c",
   "metadata": {},
   "source": [
    "The accuracy rates of the random forest model and the logistic regression model are the same."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "2d15d4fc-871e-49a6-a913-0d7e4b672866",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1500x400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Evaluate the rationality and stability\n",
    "plt.figure(figsize=(15, 4))\n",
    "\n",
    "# 1.ROC curve\n",
    "plt.subplot(1, 3, 1)\n",
    "if hasattr(X_test, 'toarray'):X_test = X_test.toarray()\n",
    "\n",
    "y_score = rf.predict_proba(X_test)[:, 1]\n",
    "roc_auc = roc_auc_score(y_test, y_score)\n",
    "fpr, tpr, _ = roc_curve(y_test, y_score)\n",
    "\n",
    "plt.plot(fpr, tpr, color='darkorange', lw=2, label=f'AUC = {roc_auc:.2f}')\n",
    "plt.plot([0, 1], [0, 1], color='navy', lw=1, linestyle='--')\n",
    "plt.fill_between(fpr, tpr, alpha=0.2, color='darkorange')\n",
    "plt.xlim([0.0, 1.0])\n",
    "plt.ylim([0.0, 1.05])\n",
    "plt.xlabel('False Positive Rate')\n",
    "plt.ylabel('True Positive Rate')\n",
    "plt.title('ROC Curve', fontweight='bold')\n",
    "plt.legend(loc=\"lower right\")\n",
    "\n",
    "# 2.Bootstrap\n",
    "plt.subplot(1, 3, 2)\n",
    "\n",
    "bootstrap_scores = []\n",
    "for _ in range(100):\n",
    "    X_bs, y_bs = resample(X_test, y_test)\n",
    "    bs_proba = rf.predict_proba(X_bs)[:, 1]\n",
    "    bootstrap_scores.append(roc_auc_score(y_bs, bs_proba))\n",
    "\n",
    "sns.histplot(bootstrap_scores, bins=20, kde=True, color='skyblue')\n",
    "plt.axvline(np.mean(bootstrap_scores), color='red', linestyle='--', \n",
    "            label=f'Mean = {np.mean(bootstrap_scores):.2f}')\n",
    "plt.xlabel(\"ROC-AUC\")\n",
    "plt.ylabel(\"Frequency\")\n",
    "plt.title(\"Bootstrap Stability (n=100)\", fontweight='bold')\n",
    "plt.legend()\n",
    "\n",
    "# 3.learning curve\n",
    "plt.subplot(1, 3, 3)\n",
    "train_sizes, train_scores, test_scores = learning_curve(\n",
    "    rf, X_train, y_train, cv=5, scoring='accuracy', n_jobs=-1)\n",
    "\n",
    "plt.plot(train_sizes, np.mean(train_scores, axis=1), label=\"Training\", color='green')\n",
    "plt.plot(train_sizes, np.mean(test_scores, axis=1), label=\"Validation\", color='orange')\n",
    "plt.xlabel(\"Training Examples\")\n",
    "plt.ylabel(\"Accuracy\")\n",
    "plt.title(\"Learning Curve\", fontweight='bold')\n",
    "plt.legend()\n",
    "\n",
    "plt.tight_layout(pad=2.0) \n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9351ecb4-539f-4ef8-bd05-1b291c3f6878",
   "metadata": {},
   "source": [
    "Overall, the Random Forest Model **performs well, with high accuracy and stability**:\n",
    "- The area under the ROC curve (AUC) is 0.95, higher than that of the Logistic Regress Model.\n",
    "- The ROC-AUC distribution is relatively concentrated and mean AUC close to 0.95, indicating that the model's performance is stable across different training subsets and the predictions are reliable.\n",
    "- The learning curve indicates that the model performs stably across different sample sizes, without any significant overfitting or underfitting phenomena."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "301f4385-d2fa-4533-a4a9-07f7b1a10818",
   "metadata": {},
   "outputs": [
    {
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    "importances = rf.feature_importances_\n",
    "feature_names = X.columns\n",
    "feature_importance_df = pd.DataFrame({\n",
    "    'feature': feature_names,\n",
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    "feature_importance_df = feature_importance_df.sort_values(by='importances', ascending=True)\n",
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    "    x='importances',\n",
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    "**The conclusions of the Random Forest Model:**\n",
    "- After the Random Forest considered non-linear and interactive features, **the ranking of feature values changed partially**.\n",
    "- **Differences**: The ranking of importance the `Time_spent_Alone` and `Social_event_attendance` features in the Random Forest Model is higher than that in the Logistic Regression Model.\n",
    "- **Similarities**: `Stage_fear` and `Drained_after_socializing` still rank at the top of the two. The viewpoint that **when assessing a person's personality, \"psychological feelings\" are more crucial than \"behavioral frequency\"** has not changed, but the gap between these two is smaller than that of the previous model.\n"
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    "### 3.3 Association Rule Mining\n",
    "**Using the Apriori algorithm**:\n",
    "- identify frequent itemsets (combinations with a support rate greater than 10%),\n",
    "- filter out significant rules with a lift value greater than 1.2,\n",
    "- measure the strength of the association between antecedents and consequents,\n",
    "- focus on the behavioral patterns related to introverted personality (Personality = 1)."
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    "# Discretization of Continuous Variables\n",
    "df['Time_spent_Alone_binned'] = pd.qcut(df['Time_spent_Alone'], q=3, labels=['low', 'mid', 'high'])\n",
    "df['Social_event_attendance_binned'] = pd.qcut(df['Social_event_attendance'], q=3, labels=['low', 'mid', 'high'])\n",
    "df['Going_outside_binned'] = pd.qcut(df['Going_outside'], q=3, labels=['low', 'mid', 'high'])\n",
    "df['Friends_circle_size_binned'] = pd.qcut(df['Friends_circle_size'], q=3, labels=['low', 'mid', 'high'])\n",
    "df['Post_frequency_binned'] = pd.qcut(df['Post_frequency'], q=3, labels=['low', 'mid', 'high'])\n",
    "\n",
    "# Create a Boolean DataFrame for association rule mining\n",
    "basket = pd.DataFrame()\n",
    "basket['Stage_fear'] = df['Stage_fear'] == 1  #Stage_fear\n",
    "basket['Drained_after_socializing'] = df['Drained_after_socializing'] == 1  # Drained_after_socializing\n",
    "basket['Personality'] = df['Personality'] == 1  #  Introvert\n",
    "\n",
    "# Add the discretized continuous variables\n",
    "for col in ['Time_spent_Alone_binned', 'Social_event_attendance_binned', \n",
    "            'Going_outside_binned', 'Friends_circle_size_binned', 'Post_frequency_binned']:\n",
    "    for val in df[col].unique():\n",
    "        basket[f'{col}_{val}'] = df[col] == val"
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   "execution_count": 20,
   "id": "429b9017-9f61-47bc-abc8-1e599c527aa7",
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   "source": [
    "# Generate Association Rules\n",
    "frequent_itemsets = apriori(basket, min_support=0.1, use_colnames=True)\n",
    "rules = association_rules(frequent_itemsets, metric=\"lift\", min_threshold=1.2)\n",
    "personality_rules = rules[rules['consequents'].apply(lambda x: 'Personality' in x)]\n",
    "personality_rules = personality_rules.sort_values(['confidence', 'lift'], ascending=[False, False])"
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   "source": [
    "# Create 3D Scatter Plot\n",
    "top_rules = personality_rules.head(10)\n",
    "\n",
    "x = top_rules['support']\n",
    "y = top_rules['confidence']\n",
    "z = top_rules['lift']\n",
    "\n",
    "rule_names = [\n",
    "    f\"IF {', '.join(list(ant))} THEN {', '.join(list(con))}\"\n",
    "    for ant, con in zip(top_rules['antecedents'], top_rules['consequents'])]\n",
    "\n",
    "fig = go.Figure(data=[go.Scatter3d(x=x,y=y,z=z,mode='markers',\n",
    "    marker=dict(size=10, sizemode='diameter', sizeref=2. * max(z) / (100 ** 2),\n",
    "        color=z, colorscale='Viridis', colorbar=dict(title='Lift'),opacity=0.8,line=dict(width=1, color='black') ),\n",
    "    text=rule_names, \n",
    "    hovertemplate='<b>Rule</b>: %{text}<br>' +'<b>Support</b>: %{x:.3f}<br>' \n",
    "                                   +'<b>Confidence</b>: %{y:.3f}<br>' +'<b>Lift</b>: %{z:.3f}<extra></extra>')])\n",
    "fig.update_layout(title={\n",
    "        'text': '3D Visualization of Association Rules for Introverted Personality',\n",
    "        'x': 0.5,'y': 0.95,'font': {'size': 18}},\n",
    "    scene=dict(\n",
    "        xaxis_title='Support',yaxis_title='Confidence',zaxis_title='Lift',\n",
    "        xaxis=dict(showgrid=True, gridcolor='lightgray'),\n",
    "        yaxis=dict(showgrid=True, gridcolor='lightgray'),\n",
    "        zaxis=dict(showgrid=True, gridcolor='lightgray'),\n",
    "        bgcolor='white'),\n",
    "    width=800,height=700,margin=dict(l=50, r=50, b=50, t=80))\n",
    "\n",
    "fig.show()"
   ]
  },
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    "**Key Indicator Explanations:**\n",
    "- **Antecedents**: Combination of conditions (e.g., `Stage_fear + Social_event_attendance_mid`)\n",
    "- **Consequents**: Outcome (always `Personality`, indicating introverted personality)\n",
    "- **Rule**：the association pattern in the form of {antecedents} → {consequents}\n",
    "- **Support**: Frequency of the rule, indicating these combinations are common in the dataset(group size).\n",
    "- **Confidence**: Confidence level of the rule, the probability of the `consequents` appearing when the `Antecedents` appears.\n",
    "- **Lift**:the effect is significant, indicating that the effectiveness of the rules (relative to the increase factor compared to random guessing).\n",
    "\n",
    "**The obtained information（e.g.）:**\n",
    "- Among the data, 10.9% of the individuals simultaneously meet the three characteristics of `Stage_fear`, `Social_event_attendance`, and `Introversion`.\n",
    "- The predictive confidence of the behavioral pattern of `Stage_fear + Social_event_attendance_mid` for introverted personality is 97.8% .\n",
    "- The accuracy rate is 2.01 times higher than that of random guessing.\n"
   ]
  },
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   "cell_type": "markdown",
   "id": "7e2e9a20-0173-40e0-8043-27e890e4f55c",
   "metadata": {},
   "source": [
    "## Conclusion\n",
    "This Notebook conducts a comprehensive investigation into the relationship between personality traits and behavioral patterns through systematic Exploratory Data Analysis (EDA) and predictive modeling.\n",
    "- Firstly, I conducted a comprehensive feature analysis and visualization of the dataset, revealing the distribution patterns of psychological and behavioral characteristics. \n",
    "- Subsequently, I built two predictive models, logistic regression and random forest, both of which demonstrated stable high performance, verifying the reliability of the models. \n",
    "- Finally, I used the Apriori association rule mining to explore feature associations. \n",
    "- However, in real life, situations may be more complex, and we should avoid labeling."
   ]
  }
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